Nejistoty a chyby měření

Ze zásilky kaprolaktamu bylo odebráno 10 vzorku a byl u nich stanoven bod tání. Vypočítejte průměrnou hodnotu bodu tání v zásilce a její směrodatnou odchylku.

Šíření chyb

Vypočítejte hustotu a její chybu pro látku, u níž byla opakovaným měřením stanovena hmotnost 6.824 (0.008) g a objem 3.03 (0.01) ml.

Na píst o průměru 200 (0.05) mm působí pára tlakem 8.2 (0.1) atm. Jakou silou působí pára na píst?

Vypočítejte koeficient viskozity roztoku glycerinu Stokesovou metodou

Vypočítejte koeficient viskozity roztoku glycerinu pomocí kapilárního viskozimetru.

Součin rozpustnosti stříbrné soli AgX má hodnotu Ks = 4.0 (0.4) x 10^-8. Jaká je chyba vypočtené rovnovážné koncentrace stříbrných iontů ve vode?

Nejistoty a korelace

Import dat

Export dat

Čísla dle Chemical Abstracts Service (CAS)

BCPC Compendium of Pesticide Common Names https://pesticidecompendium.bcpc.org formerly known as Alan Woods Compendium of Pesticide Common Names http://www.alanwood.net/pesticides

ChemicalIdentifierResolver(CIR) http://cactus.nci.nih.gov/chemical/

ChemicalIdentifierResolver(CIR) https://cactus.nci.nih.gov/chemical/structure

The smiles are as following:
          glyphosate 
OC(=O)CNC[P](O)(O)=O 

Chemical Translation Service (CTS) http://cts.fiehnlab.ucdavis.edu/

     XEFQLINVKFYRCS-UHFFFAOYSA-N BSYNRYMUTXBXSQ-UHFFFAOYSA-N
[1,] "C12H7Cl3O2"                "C9H8O4"                   
[2,] "289.54204"                 "180.15777"                

PubChem https://pubchem.ncbi.nlm.nih.gov/ CompoundID (CID) for a search query using PUG-REST https://pubchem.ncbi. nlm.nih.gov/

ETOX: Information System Ecotoxicology and Environmental Quality Targets https:// webetox.uba.de/webETOX/index.do

$Triclosan
[1] NA

$Aspirin
[1] NA

attr(,"class")
[1] "etox_basic" "list"      

Wikidata Item ID

Querying Q408646. OK (HTTP 200).
 Multiple found. Returning all.

Flavor percepts http://www.flavornet.org

Querying 75-07-0. OK (HTTP 200).
Querying 64-17-5. OK (HTTP 200).
Querying 109-66-0. OK (HTTP 200).
Querying 78-94-4. Not Found (HTTP 404).
Querying 78-93-3. OK (HTTP 200).
         75-07-0          64-17-5         109-66-0          78-94-4 
"pungent, ether"          "sweet"         "alkane"               NA 
         78-93-3 
         "ether" 

ChemIDPlus http://chem.sis.nlm.nih.gov/chemidplus http://cts.fiehnlab.ucdavis.edu/

50-00-0 
   0.35 

Query the OPSIN (Open Parser for Systematic IUPAC nomenclature) web service http://opsin.ch.cam.ac.uk/instructions.html

Querying Cyclopropane. OK (HTTP 200).
Querying Octane. OK (HTTP 200).

Acute toxicity data from U.S. EPA ECOTOX

[1] "C:/Program Files/R/R-4.1.1/library/PesticideLoadIndicator/extdata/products.xlsx"
NULL


as.character(3.14)
as.character(pi)

data <- c(-11, 21, 1.5, -31)
as.character(data)


## number of strings
length("BaCrO4")
length("How many characters?")
length(c("How", "many", "characters?"))

## number of charaters
nchar("BaCrO4")
nchar("How many characters?")
nchar(c("How", "many", "characters?"))

library(stringr)
str_length("BaCrO4")
str_length("How many characters?")
str_length(c("How", "many", "characters?"))

some_text = c("one", "two", "three", NA, "five")
str_length(some_text)
nchar(some_text)

some_factor = factor(c(1, 1, 1, 2, 2, 2), labels = c("good", "bad"))
some_factor
str_length(some_factor)
nchar(some_factor)


# Usporadani

set11 = c("today", "produced", "example", "beautiful", "a", "nicely")
# sort (decreasing order)
sort(set11)
# sort (increasing order)
sort(set11, decreasing = TRUE)


library(stringi)
stri_reverse("dna")
stri_reverse(set11)


### Spojovani retezcu

toString(17.04)
toString(c(17.04, 1978))
toString(c("Bonjour", 123, TRUE, NA, log(exp(1))))


## paste

paste("This is",  "out of",   "examples.")
paste0("This is",  "out of",  "examples.") 
paste0("This is",  " out of",  " examples.")

a <- "acetic"
b <- "acid"
c <- "anhydride"

d1 <- paste(a, b, c); d1
d2 <- paste(a, b, c, sep = "-"); d2

paste("I", "love", "R", sep = "-")


str <- paste(c(1:3), "4", sep = ":")
print (str)

str <- paste(c(1:4), c(5:8), sep = "--")
print (str)

paste("X", 1:5, sep = ".")

paste(1:3, c("!", "?", "+"))
paste(1:3, c("!", "?", "+"), sep = "")
paste0(1:3, c("!", "?", "+"))
paste(1:3, c("!", "?", "+"), sep = "", collapse = "")
paste0(1:3, c("!", "?", "+"), collapse = "")

paste("The value of pi is", round(pi,3), "and value of e is", round(exp(1),3),".")


df <- data.frame(cation=c('sodium','mercury','iron','calcium'),
                 anion=c('acetate','sulphate','dioxide','oxalate'),
                 purity=c(0.99, 0.9, 0.999, 0.985))
df
df$name = paste(df$cation, df$anion)
df

library(stringr)
str_c("May", "The", "Force", "Be", "With", "You")


library(stringr)
str_c("May", "The", "Force", NULL, "Be", "With", "You", character(0))
paste("May", "The", "Force", NULL, "Be", "With", "You", character(0))

str_c("May", "The", "Force", "Be", "With", "You", sep = "_")

# str_join("May", "The", "Force", "Be", "With", "You", sep = "-") 
# analogicka fce k predchozi


## cat - pouze vypisuje retezec

cat("learn", "code", "tech", sep = ":")
str <- cat("learn", "code", "tech", sep = ":") # nelze ulozit do promenne
print (str) 

my_string = c("learn", "code", "tech")
cat(my_string, "with R")
cat(my_string, "with R", sep = " =) ")

cat(1:10, sep = "-")
cat(month.name[1:4], sep = " ")

cat(c(1:5), file ='sample.txt')
cat(my_string, "with R", file = "output.txt")
cat(11:20, sep = '\n', file = 'temp.csv')
readLines('temp.csv') # read the file temp.csv

cat("The value of pi is", round(pi,3), "and value of e is", round(exp(1),3),".")


## print - vypisuje vsechny formaty

print(df)
df

my_value <- 8235.675324 
my_value
print(my_value) 
print(my_value, digits = 5) 

print(c("learn", "code", "tech"))
paste(c("learn", "code", "tech"))
paste(c("learn", "code", "tech"), collapse=" ")
cat(c("learn", "code", "tech"))

my_string <- "This is \nthe example string" 
print(my_string)  
cat(my_string) 


### 

library(stringr)

str_dup("hola", 3)
str_dup("adios", 1:3)

words = c("lorem", "ipsum", "dolor", "sit", "amet")
str_dup(words, 2)
str_dup(words, 1:5)


####

format(c("A", "BB", "CCC"), width = 5, justify = "centre")
format(c("A", "BB", "CCC"), width = 5, justify = "left")
format(c("A", "BB", "CCC"), width = 5, justify = "right")
format(c("A", "BB", "CCC"), width = 5, justify = "none")

library(stringr)
str_pad("hola", width = 7)
str_pad("adios", width = 7, side = "both")
str_pad("hashtag", width = 8, pad = "#")
str_pad("hashtag", width = 9, side = "both", pad = "-")


##### editace ciselnych retezcu

## sprintf

# '%f' indicates 'fixed point' decimal notation
sprintf("%f", pi)
sprintf("%f", 123.45)
sprintf("%f", 123.456789)
# decimal notation with 3 decimal digits
sprintf("%.3f", pi)
sprintf("%.3f", 123.456789)
# 1 integer and 0 decimal digits
sprintf("%1.0f", pi)
sprintf("%1.0f", 123.456789)
# decimal notation with 3 decimal digits
sprintf("%5.1f", pi)
sprintf("%05.1f", pi)
sprintf("%6.1f", 123.456789)
sprintf("%06.1f", 123.456789)
# print with sign (positive)
sprintf("%+f", pi)
sprintf("%+f", 123.456789)
# prefix a space
sprintf("% f", pi)
sprintf("% f", 123.456789)
# left adjustment
sprintf("%-10f", pi)
sprintf("%-10f", 123.456)
# exponential decimal notation 'e'
sprintf("%e", pi)
sprintf("%e", 123.456789)
# exponential decimal notation 'E'
sprintf("%E", pi)
sprintf("%E", 123.456789)
# number of significant digits (6 by default)
sprintf("%g", pi)
sprintf("%g", 123.456789)


## format

format(pi)
format(123.45)
format(123.456789)

format(123.45, nsmall = 5)
format(12.3456789, nsmall=2)
format(12.3456789, nsmall=7)
format(12.3, nsmall=3)

format(12.3456789, digits=2)
format(12.3456789, digits=5)
format(c(6, 13.1), digits = 2)

format(12.3456789, digits=5, nsmall = 6)
format(c(6, 13.1), digits = 2, nsmall = 2)

format(1/1:5, digits = 2)
format(format(1/1:5, digits = 2), width = 6, justify = "centre")


format(12345678, big.mark = ",") # oddeleni tisicu
format(1230, big.mark = ",")


## uvozovky ve vypisu retezce

my_string = "programming with data is fun"
print(my_string)
print(my_string, quote = FALSE)

noquote(my_string)

no_quotes = noquote(c("some", "quoted", "text", "!%^(&="))
no_quotes
no_quotes[2:3]

noquote(paste("I", "love", "R", sep = "-"))
noquote(cat("The value of pi is", round(pi,3), "and value of e is", round(exp(1),3),".")
)


dQuote(my_string)
sQuote(my_string)

x <- "2020-05-29 19:18:05"
dQuote(x)
sQuote(x)


########

substr(month.name, 1, 3)

substring(month.name, 1, 3)

strtrim(month.name, 3)


rs <- ("This is First R String Example")
strsplit(rs, split = " ")

rs <- ("This&is&First&R&String&Example")
strsplit(rs, split = "&")

a <- "Alabama-Alaska-Arizona-Arkansas-California"
strsplit(a, split = "-")

str = "Splitting sentence into words"
strsplit(str, " ")
unlist(strsplit(str, " "))


rs <- ("C21H22N2O2") # strychnin

strsplit(rs, split = "[0-9]+")[[1]]

strsplit(rs, split = "[A-Z]+")[[1]][-1]
strsplit(rs, "\\D+")[[1]][-1]
regmatches(rs, gregexpr("[[:digit:]]+", rs))
library(stringr)
str_extract_all(rs,"[0-9]+")[[1]]
library(strex)
str_extract_numbers(rs,decimals = FALSE)

rs <- ("C21H22N2O2")
strsplit(rs, split = "")

string_date<-c("2-07-2020","5-07-2020","6-07-2020",
               "7-07-2020","8-07-2020")
ssp = strsplit(string_date,split = "-"); ssp


# extract 'bcd'
substr("abcdef", start=2, stop=4)

substring("ABCDEF", 2, 4)

# extract each letter
substring("ABCDEF", 1:6, 1:6)


library(stringr)
lorem = "Lorem Ipsum"
substring(lorem, first = 1, last = 5)
str_sub(lorem, start = 1, end = 5)

str_sub("adios", 1:3)

resto = c("brasserie", "bistrot", "creperie", "bouchon")
substring(resto, first = -4, last = -1)
str_sub(resto, start = -4, end = -1)

str_sub(lorem, seq_len(nchar(lorem)))
substring(lorem, seq_len(nchar(lorem)))

str_sub(lorem,-2) 


### orezani mezer na koncich retezce

trimws(" This has trailing spaces.  ")

bad_text = c("This", " example ", "has several   ", "   whitespaces ")
trimws(bad_text)
library(stringr)
str_trim(bad_text, side = "left")
str_trim(bad_text, side = "right")
str_trim(bad_text, side = "both")


## replace
chartr(old = "All", new = "aLL", "All ChaRacterS in Upper Case") 
chartr("a", "A", "This is a boring string")
chartr("a", "0", "This is a bad example")

crazy = c("Here's to the crazy ones", "The misfits", "The rebels")
chartr("aei", "#!?", crazy)


x = c("may", "the", "force", "be", "with", "you")
substr(x, 2, 2) <- "#"
x
y = c("may", "the", "force", "be", "with", "you")
substr(y, 2, 3) <- ":)"
y

z = c("may", "the", "force", "be", "with", "you")
substr(z, 2, 3) <- c("#", "@")
z

text = c("more", "emotions", "are", "better", "than", "less")
substring(text, 1:3) <- c(" ", "zzz")
text


library(stringr)
lorem = "Lorem Ipsum"
str_sub(lorem, -1) <- "Nullam"
lorem

lorem = "Lorem Ipsum"
str_sub(lorem, 1, 5) <- "Nullam"
lorem

lorem = "Lorem Ipsum"
str_sub(lorem, c(1, 7), c(5, 8)) <- c("Nullam", "Enim")
lorem


## to lower case
tolower("BaCrO4")
tolower(c("aLL ChaRacterS in LoweR caSe", "ABCDE"))
casefold("aLL ChaRacterS in LoweR caSe")

## to upper case
toupper("BaCrO4")
toupper(c("All ChaRacterS in Upper Case", "abcde"))
casefold("All ChaRacterS in Upper Case", upper = TRUE)


### filtrovani

startsWith(month.name, "J")
endsWith(month.name, "ember")

myStrings <- paste(1:3, month.name, sep = ". ")
myStrings
# Is a pattern present (returns a logical vector)?
grepl("ember", myStrings)
# In which elements is a pattern present (returns indices)?
grep("ember", myStrings)
# In which elements is a pattern present (returns the values)?
grep("ember", myStrings, value = TRUE)

x1<-c("R is a programming language and programming software environment",
      "R is freely available under the GNU General Public License",
      "This programming language was named R")
grep("programming",x1,fixed=TRUE)


# Srovnani 2 retezcu
message1 <- "Pro"
message2 <- "Pro"
message3 <- "pRO"
message1 == message2
message1 == message3

# Hledani retezce v jinem retezci
str <- "Hello World!"
grepl("H", str)
grepl("Hello", str)
grepl("X", str)
grepl(message1, message2)
grepl(message1, message3)

identical(message1, message2)
identical(message1, message3)
identical(tolower(message1), tolower(message3))

message1[message1 %in% message2]
message1[message1 %in% message3]  
message1[tolower(message1) %in% tolower(message3)] 

vector1 <- c("hey", "hello", "greetings")
vector2 <- c("hey", "hello", "hi")
vector1[vector1 %in% vector2]


###

library(stringr)

change = c("Be the change", "you want to be")
# extract first word
word(change, 1)
# extract second word
word(change, 2)
# extract last word
word(change, -1)
# extract all but the first words
word(change, 2, -1)

word(change,start=1,end=2,sep=fixed(" "))


data <-  c('Ab_Cd-001234.txt','Ab_Cd-001234.txt')

gsub('.*-([0-9]+).*','\\1','Ab_Cd-001234.txt')
x <- c('Ab_Cd-001234.txt','Ab_Cd-001234.txt')
sub('.*-([0-9]+).*','\\1',x)

library(stringr)
regexp <- "[[:digit:]]+"
str_extract(data, regexp)

library(qdap)
genXtract("Ab_Cd-001234.txt", "-", ".txt")
x <- c('Ab_Cd-001234.txt','Ab_Cd-001234.txt')
genXtract(x, "-", ".txt")

library(tools)
sub(".*-", "", file_path_sans_ext(x))

library(gsubfn)
strapplyc(x, "-(\\d+)\\.", simplify = TRUE)
strapply(x, "-(\\d+)\\.", as.numeric, simplify = TRUE)


x <- c("a very nice character string")  
library(stringr)
str_replace(x, "c", "xxx")
str_replace_all(x, "c", "xxx")

x <- "aaabbb" 
sub("a", "c", x)  
gsub("a", "c", x)
sub("a|b", "c", x)
gsub("a|b", "c", x)  

x <- c("d", "a", "c", "abba") 
grep("a", x)
grepl("a", x)
grep("a|c", x)
grepl("a|c", x)

regexpr("a", x)
gregexpr("a", x)
regexec("a", x) 

x <- "example_xxx_string"
library(stringr)
str_sub(string = x, start = 8, end = 12)
str_sub(string = x, start = 8, end = 12) <- " character "  # Replace substring
x  

x <- "xxxxyxxyxaaaaaay"
x 
sub("y", "NEW", x) 
gsub("y", "NEW", x)

library(stringr)
str_replace(x, "y", "NEW")
str_replace_all(x, "y", "NEW")

Kvadraticke a kubicke rovnice

Velikost výslednice dvou navzajem kolmých sil je 34 N. Jaká je velikost skládaných sil, je-li jedna z nich o 14 N větší než druha?

Jake pH má roztok kyseliny mravenčí o koncentraci 8.5 x 10-4 mol/l?

Tlakova lahev s oxidem uhlicitym obsahuje 10.0 kg plynu. Jaký objem zaujíma stlaceny plyn, kdyz pri teplote 30 °C je tlak v lahvi 13.17e6 Pa? Vypocet provedte pomoci van der Waalsovy rovnice.

soustavy linearnich rovnic

Ze dvou slitin s 60% a 80% obsahem mědi se ma získat 40 kg slitiny se 75% obsahem mědi. Kolik kg každé slitiny je třeba použít? [10 a 30 kg]


library(rootSolve)
model <- function(x){
  F1 <- 0.6*x[1] + 0.8*x[2] - 30
  F2 <- x[1] + x[2] - 40
  c(F1 = F1, F2 = F2)}
ss <- multiroot(f = model, start = c(1, 1))
ss$root

### graficke reseni
# 0.6*m1 + 0.8*m2 = 40*0.75 => m1 = 40*0.75/0.6 - 0.8/0.6 * m2  => m1 = 50 - 1.33 * m2 
# m1 + m2 = 40  => m1 = 40 - m2
xx = seq(0,50,0.1)
yy = 50 - 1.33*xx
zz = 40 - xx
plot(xx, yy, type="l",col=2)
points(xx, zz, type="l",col=4)
plot(xx, yy, type="l",col=2,xlim=c(25,35),ylim=c(0,20))
points(xx, zz, type="l",col=4)

Do bazenu natece prutokem A za 3 h a prutokem B za 4 h celkem 2150 hl vody. Prutokem A za 4 h a prutokem B za 2 h by nateklo 1700 hl vody. Kolik hl vody natece prutokem A a kolik prutokem B za 1 hodinu? A 250 hl, B 350 hl


library(rootSolve)
model <- function(x){
  F1 <- 3*x[1] + 4*x[2] - 2150
  F2 <- 4*x[1] + 2*x[2] - 1700
  c(F1 = F1, F2 = F2)}
ss <- multiroot(f = model, start = c(1, 1))
ss$root

### graficke reseni
# 3*m1 + 4*m2 = 2150 => m2 = 2150/4 - 3/4 * m1  => m2 = 537.5 - 0.75 * m1
# 4*m1 + 2*m2 = 1700 => m2 = 1700/2 - 4/2 * m1 => m2 = 850 - 2 * m1
xx = seq(0,500,1)
yy = 537.5 - 0.75*xx
zz = 850 - 2*xx
plot(xx, yy, type="l",col=2)
points(xx, zz, type="l",col=4)
plot(xx, yy, type="l",col=2,xlim=c(200,300),ylim=c(300,400))
points(xx, zz, type="l",col=4)

Ze dvou druhu caje v cene 160 Kc a 220 Kc za 1 kg je treba pripravit 20 kg smesi v cene 205 Kc za 1 kg. Kolik kg kazdeho caje je treba smichat? 5 kg levnejsiho a 15 kg drazsiho


library(rootSolve)   ### opravit zadani
model <- function(x){
  F1 <- 160*x[1] + 220*x[2] - 4100
  F2 <- x[1] + x[2] - 20
  c(F1 = F1, F2 = F2)}
ss <- multiroot(f = model, start = c(1, 1))
ss$root

### graficke reseni
# 160*m1 + 220*m2 = 4100 => m1 = 4100/160 - 220/160 * m2  => m1 = 25.625 - 1.375 * m2
# m1 + m2 = 20 => m1 = 20 - m2
xx = seq(0,20,0.1)
yy = 25.625 - 1.375*xx
zz = 20 - xx
plot(xx, yy, type="l",col=2)
points(xx, zz, type="l",col=4)
plot(xx, yy, type="l",col=2,xlim=c(10,20),ylim=c(0,10))
points(xx, zz, type="l",col=4)

Kolik g 60% a kolik g 30% roztoku NaCl je treba smichat pri priprave 100 g 40% roztoku? 20 g 60% a a 80 g 35%


library(rootSolve)
model <- function(x){
  F1 <- 0.6*x[1] + 0.3*x[2] - 40
  F2 <- x[1] + x[2] - 100
  c(F1 = F1, F2 = F2)}
ss <- multiroot(f = model, start = c(1, 1))
ss$root

### graficke reseni
# 0.6*m1 + 0.3*m2 = 100*0.4 => m1 = 40/0.6 - 0.3/0.6 * m2  => m1 = 66.67 - 0.5 * m2 
# m1 + m2 = 100  => m1 = 100 - m2
xx = seq(0,100,0.1)
yy = 66.67 - 0.5*xx
zz = 100 - xx
plot(xx, yy, type="l",col=2)
points(xx, zz, type="l",col=4)
plot(xx, yy, type="l",col=2,xlim=c(65,70),ylim=c(30,40))
points(xx, zz, type="l",col=4)

### matice

B = c(0.40*100,100) # [mg]
names(B) = c("60%","30%")
r1 = c(0.60,1) # [mg]
r2 = c(0.30,1) # [mg]
A = cbind(r1,r2)
colnames(A) = c("60%","30%")
rownames(A) = c("r30","r3")
det(A) # matice je regularni n = h
library(matlib)
c(R(A), R(cbind(A,B)))          # show ranks
all.equal(R(A), R(cbind(A,B)))  # consistent?
showEqn(A, B)
matlib::Solve(A, B)
limSolve::Solve(A, B)
#
library(limSolve)
G <-matrix(ncol = 2, byrow = TRUE, data = c(1, 0, 0, 1)) 
H <- c(0, 0)
ldei(A, B, G = G, H = H)$X
#
library(cmna) 
gdls(A, B, alpha = 0.05, tol = 1e-06, m = 1e+05) #  least squares with graident descent
jacobi(A, B, tol = 1e-06, maxiter = 100)  # iterativematrix
gaussseidel(A, B, tol = 1e-06, maxiter = 100) # iterativematrix
solvematrix(A, B) # refmatrix

Ze dvou kovu o hustotach 7.4 g/cm3 a 8.2 g/cm3 je treba pripravit 0.5 kg slitiny o hustote 7.6 g/cm3. Kolik g kazdiho z kovu je k tomu potreba? 375 g lehciho a 125 g tezsiho


library(rootSolve)
model <- function(x){
  F1 <- 7.4*x[1] + 8.2*x[2] - 3800
  F2 <- x[1] + x[2] - 500
  c(F1 = F1, F2 = F2)}
ss <- multiroot(f = model, start = c(1, 1))
ss$root  # [kg]

### graficke reseni
# 7.4*m1 + 8.2*m2 = 0.5*7.6 => m1 = 3800/7.4 - 8.2/7.4 * m2  => m1 = 513.5 - 1.108 * m2 
# m1 + m2 = 500  => m1 = 500 - m2
xx = seq(0,500,1)
yy = 513.5 - 1.108*xx
zz = 500 - xx
plot(xx, yy, type="l",col=2)
points(xx, zz, type="l",col=4)
plot(xx, yy, type="l",col=2,xlim=c(100,150),ylim=c(350,400))
points(xx, zz, type="l",col=4)

### matice
B = c(7.6,1) # [mg]
names(B) = c("kov1","kov2")
r1 = c(7.4,1) # [mg]
r2 = c(8.2,1) # [mg]
A = cbind(r1,r2)
colnames(A) = c("kov1","kov2")
rownames(A) = c("7.4","8.2")
det(A) # matice je regularni n = h
library(matlib)
c(R(A), R(cbind(A,B)))          # show ranks
all.equal(R(A), R(cbind(A,B)))  # consistent?
showEqn(A, B)
rr = matlib::Solve(A, B)
read.table(text = rr[1], fill = TRUE)[[3]]*500 # [g]
read.table(text = rr[2], fill = TRUE)[[3]]*500 # [g]
rr = limSolve::Solve(A, B)
rr*500 # [g]
# 
library(limSolve)
G <-matrix(ncol = 2, byrow = TRUE, data = c(1, 0, 0, 1)) 
H <- c(0, 0)
rr = ldei(A, B, G = G, H = H)$X
rr*500 # [g]

V tepelné elektrárne mají zásobu uhlí, která vystací na 24 dní, bude-li v cinnosti pouze první blok, na 30 dní, bude-li v provozu pouze 2. blok a na 20 dní, bude-li v provozu pouze 3. blok. Na jak dloho vystací zásoba, budou-li v provozu vsechny bloky najednou?

library(Ryacas)

Attaching package: ‘Ryacas’

The following object is masked from ‘package:stats’:

    integrate

The following objects are masked from ‘package:base’:

    %*%, diag, diag<-, lower.tri, upper.tri
vr <- ysym("x/24 + x/30 + x/20 - 1") 
solve(vr, "x") 
{x==8} 
---
title: "R Notebook"
output: html_notebook
---


Nejistoty a chyby měření

```{r echo=FALSE, message=FALSE, warning=FALSE}

library(errors)
xe <- set_errors(3.602, 0.008)
options(errors.notation = "plus-minus") 
print(xe, digits = 2)
options(errors.notation = "parenthesis")
print(xe, digits = 2)

# elementarni naboj
e <- set_errors(1.6021766208e-19, 0.0000000098e-19) 
options(errors.notation = "plus-minus") 
print(e, digits = 2)
options(errors.notation = "parenthesis")
print(e, digits = 3)

```


Ze zásilky kaprolaktamu bylo odebráno 10 vzorku a byl u nich stanoven bod tání. Vypočítejte průměrnou hodnotu bodu tání v zásilce a její směrodatnou odchylku.

```{r echo=FALSE, message=FALSE, warning=FALSE}

xc = c(68.5, 68.7, 68.3, 68.8, 68.5, 68.2, 68.6, 68.4, 68.2, 68.7)
mean(xc)
sd(xc) # sd
sd(xc)/sqrt(length(xc)) # str chyba prumeru

e <- set_errors(mean(xc), sd(xc)/sqrt(length(xc))) 
options(errors.notation = "plus-minus"); print(e, digits = 2)

```


Šíření chyb

```{r echo=FALSE, message=FALSE, warning=FALSE}

library(propagate)

# z prumeru a nejistoty, bez uvedení poctu stupnu volnosti, resp. poctu opakovani

x <- c(5, 0.01) 
y <- c(1, 0.01) 

EXPR1 <- expression(x/y) 
DF1 <- cbind(x, y)
RES1 <- propagate(expr = EXPR1, data = DF1, type = "stat", do.sim = TRUE, verbose = TRUE, nsim = 100000) 
RES1
RES1$data
RES1$prop
RES1$sim
summary(RES1)
plot(RES1)

EXPR <- expression(a^b*x)
a = c(5, 0.1)
b = c(10, 0.1)
x = c(1, 0.1)
DAT <- cbind(a, b, x)
(res <- propagate(EXPR, DAT))
res$data
res$prop
res$sim
summary(res)
plot(res)


# z prumeru a nejistoty, s uvedením poctu stupnu volnosti
EXPR2 <- expression(x/y) 
x <- c(5, 0.01, 12) 
y <- c(1, 0.01, 5) 
DF2 <- cbind(x, y) 
RES2 <- propagate(expr = EXPR2, data = DF2, type = "stat", do.sim = TRUE, verbose = TRUE, nsim = 100000)
RES2
RES2$data
RES2$prop
RES2$sim
summary(RES2)
plot(RES2)


# Výpocet pomocí intervalu 

EXPR3 <- expression(C * sqrt((520 * H * P)/(M *(t + 460))))
H <- c(64, 65)
M <- c(16, 16.2)
P <- c(361, 365)
t <- c(165, 170)
C <- c(38.4, 38.5)
DAT3 <- makeDat(EXPR3)
interval(DAT3, EXPR3, seq = 2)

EXPR5 <- expression(x^2 - x + 1)
x <- c(-2, 1)
curve(x^2 - x + 1, -2, 1)
DAT5 <- makeDat(EXPR5)
interval(DAT5, EXPR5, seq = 2)


library(metRology)

data(GUM.H.1)
GUM.H.1

## a simple uncertainty analysis for the product of two quantities
GUM(c("x1","x2"),c(2.3,1.1),c(0.030,0.015),c(5,9999),"x1*x2")

## a simple uncertainty analysis for the product of two quantities
GUM.validate(c("x1","x2"), c(2.3,1.1), c(0.030,0.015), c(5,9999), c("A","B"),c("Normal","Rectangular"),"x1*x2")


expr <- expression(a+b*2+c*3+d/2)
x <- list(a=1, b=3, c=2, d=11)
u <- lapply(x, function(x) x/10) # nejistota 10 %
u.expr<-uncert(expr, x, u, method="NUM")
u.expr
# function method
f <- function(a,b,c,d) a+b*2+c*3+d/2
u.fun<-uncert(f, x, u, method="NUM")
u.fun
# formula method
u.form<-uncert(~a+b*2+c*3+d/2, x, u, method="NUM")
u.form


# s korelaci
u.cor<-diag(1,4)
u.cor[3,4]<-u.cor[4,3]<-0.5
u.cor
# num
u.formc<-uncert(~a+b*2+c*3+d/2, x, u, method="NUM", cor=u.cor)
u.formc
# Monte Carlo
u.formc.MC<-uncert(~a+b*2+c*3+d/2, x, u, method="MC", cor=u.cor, B=200)
u.formc.MC


expr <- expression(a/(b-c))
x <- list(a=1, b=3, c=2)
u <- lapply(x, function(x) x/20)
set.seed(403)
u.invexpr<-uncertMC(expr, x, u, distrib=rep("norm", 3), B=999, keep.x=TRUE )
u.invexpr

```


Vypočítejte hustotu a její chybu pro látku, u níž byla opakovaným měřením stanovena hmotnost 6.824 (0.008) g a objem 3.03 (0.01) ml.

```{r echo=FALSE, message=FALSE, warning=FALSE}

library(propagate)

EXPR2 <- expression(m/V) 
m = c(6.824, 0.008) #[g] 
V = c(3.03, 0.01) #[ml]
DF2 <- cbind(m, V) 
RES2 <- propagate(expr = EXPR2, data = DF2, type = "stat", do.sim = TRUE, verbose = TRUE, nsim = 100000)
RES2
RES2$data
RES2$prop
RES2$sim
library(errors)
e <- set_errors(RES2$sim[1], RES2$sim[2]) 
options(errors.notation = "plus-minus"); print(e, digits = 1)
options(errors.notation = "parenthesis"); print(e, digits = 1)

```


Na píst o průměru 200 (0.05) mm působí pára tlakem 8.2 (0.1) atm. Jakou silou působí pára na píst?

```{r echo=FALSE, message=FALSE, warning=FALSE}

library(propagate)
library(measurements)

d = c(200, 0.05) # [mm] na [m]
d = as.vector(conv_unit(c(200, 0.05), from="mm", to="m"))
p = c(8.2, 0.1)  # [atm] na [Pa]
p = as.vector(conv_unit(c(8.2, 0.1), from="atm", to="Pa"))
pi
EXPR7 <- expression(p*3.141593*(d/2)^2)
DF7 <- cbind(d, p) 
RES7 <- propagate(expr = EXPR7, data = DF7, type = "stat", do.sim = TRUE, verbose = TRUE, nsim = 100000)
RES7
RES7$data
RES7$prop
RES7$sim
library(errors)
e <- set_errors(RES7$sim[1], RES7$sim[2]) 
options(errors.notation = "plus-minus"); print(e, digits = 1)
options(errors.notation = "parenthesis"); print(e, digits = 1)

```


Vypočítejte koeficient viskozity roztoku glycerinu Stokesovou metodou

```{r echo=FALSE, message=FALSE, warning=FALSE}

library(propagate)

r = c(0.0112, 0.0001) # polomer kulicky [cm]
l = c(31.23, 0.05) # draha kulicky za cas t [cm]
t = c(62.1, 0.2) # cas [s]
g = c(980.1,0) # tihove zrychleni [cm/s2] z tabulek
d0 = c(13.55,0) # hustota kulicky [g/cm3] z tabulek
d = c(1.28,0) # hustota roztoku [g/cm3] z tabulek
EXPR3 <- expression((2/9)*g*(((d0-d)*r^2)/l)*t)
DF3 <- cbind(r, l, t, g, d0, d) 
RES3 <- propagate(expr = EXPR3, data = DF3, type = "stat", do.sim = TRUE, verbose = TRUE, nsim = 100000)
RES3
RES3$data
RES3$prop
RES3$sim
EXPR4 <- expression((2/9)*980.1*(((13.55-1.28)*r^2)/l)*t)
DF4 <- cbind(r, l, t) 
RES4 <- propagate(expr = EXPR4, data = DF4, type = "stat", do.sim = TRUE, verbose = TRUE, nsim = 100000)
RES4$data
RES4$prop
RES4$sim
library(errors)
e <- set_errors(RES4$sim[1], RES4$sim[2]) 
options(errors.notation = "plus-minus"); print(e, digits = 1)
options(errors.notation = "parenthesis"); print(e, digits = 1)

```


Vypočítejte koeficient viskozity roztoku glycerinu pomocí kapilárního viskozimetru.

```{r echo=FALSE, message=FALSE, warning=FALSE}

library(propagate)
library(measurements)

p = c(20.12, 0.01) # tlak na vytoku z kapilary [mm Hg] to [Pa]
p = as.vector(conv_unit(c(20.12, 0.01), from="mmHg", to="Pa"))
r = c(0.570, 0.003) # polomer kapilary [mm] to [m]
r = conv_unit(c(0.570, 0.003), from="mm", to="m")
l = c(10.526, 0.005) # delka kapilary [mm] to [m]
l = conv_unit(c(10.526, 0.005), from="mm", to="m")
V = c(5.025, 0.001)# objem kapaliny vytekle za cas t [cm3] to [m3]
V = conv_unit(c(5.025, 0.001), from="cm3", to="m3")
t = c(27.34, 0.02) # cas [s]
pi
EXPR5 <- expression((3.141593*p*(r^4)*t)/(8*V*l))
DF5 <- cbind(p, r, l, V, t) 
RES5 <- propagate(expr = EXPR5, data = DF5, type = "stat", do.sim = TRUE, verbose = TRUE, nsim = 100000)
RES5 # [kg / m.s]
RES5$data
RES5$prop
RES5$sim
# conv_multiunit(x = RES5$sim[1:2], from="kg / m", to="g / cm")
library(errors)
e <- set_errors(RES5$sim[1], RES5$sim[2]) 
options(errors.notation = "plus-minus"); print(e, digits = 1)
options(errors.notation = "parenthesis"); print(e, digits = 1)

```


Součin rozpustnosti stříbrné soli AgX má hodnotu Ks = 4.0 (0.4) x 10^-8. Jaká je chyba vypočtené rovnovážné koncentrace stříbrných iontů ve vode?

```{r echo=FALSE, message=FALSE, warning=FALSE}

library(propagate)
EXPR <- expression(x^0.5)
x = c(4.0, 0.4)
DAT <- data.frame(x)
res <- propagate(EXPR,DAT)
# NEFUNGUJE pro jednu promennou.


library(metRology)

GUM("Ks",4.0e-8,0.4e-8,1,"sqrt(Ks)",sig.digits.U = 2) 

expr <- expression(a^0.5)
x <- list(a=4.0e-8)
u <- lapply(x, function(x) x/10) # nejistota 10 %
u.expr<-uncert(expr, x, u, method="NUM")
u.expr
# function method
f <- function(a) a^0.5
u.fun<-uncert(f, x, u, method="NUM")
u.fun
# formula method
u.form<-uncert(~a^0.5, x, u, method="NUM")
u.form

```


Nejistoty a korelace

```{r echo=FALSE, message=FALSE, warning=FALSE}

library(errors)

x = c(0.9719378, 1.9840006, 2.9961830, 4.0123346, 5.0012799)
errors(x) = c(0.01, 0.01, 0.01, 0.01, 0.01)
y = c(0.9748992, 1.9627805, 2.9935831, 3.9921237, 4.9612555)
errors(y) = c(0.02, 0.02, 0.02, 0.02, 0.02)

# bez korelace
correl(x, y) =  c(0, 0, 0, 0, 0) 
z <- x / y; z

# s korelací
correl(x, y) =  c(0.8864282, 0.9761841, 0.9140209, 0.9496266, 0.9911837)
z_correlp <- x / y; z_correlp

correl(x, y) =  c(-0.8864282, -0.9761841, -0.9140209, -0.9496266, -0.9911837)
z_correln <- x / y; z_correln

```


Import dat

```{r echo=FALSE, message=FALSE, warning=FALSE}


# Import Dataset v RStudio


# clipboard

cyclamate<- read.delim("clipboard", header=T)


# txt, ascii

cyclamate1<- read.table("c:\\Users\\lubop\\Dropbox\\kursR\\cyclamate.txt", header=T)

cyclamate2<- read.delim("c:\\Users\\lubop\\Dropbox\\kursR\\cyclamate.txt", header=T)


## csv

data1 <- read.csv("c:\\Users\\lubop\\Dropbox\\kursR\\Chemical Composion of Ceramic.csv", header=TRUE, stringsAsFactors=FALSE)

library(data.table)
data2 <- fread("c:\\Users\\lubop\\Dropbox\\kursR\\Chemical Composion of Ceramic.csv")

data3 <- read.csv("https://archive.ics.uci.edu/ml/machine-learning-databases/00583/Chemical Composion of Ceramic.csv")


library(readr)


## Excel

library(openxlsx)

getSheetNames("c:\\Users\\lubop\\Dropbox\\kursR\\zarodky.xlsx")

zarodky1 <- read.xlsx("c:\\Users\\lubop\\Dropbox\\kursR\\zarodky.xlsx", sheet = "zarodky", startRow = 1, colNames = TRUE, rowNames = FALSE,detectDates = FALSE, skipEmptyRows = TRUE,rows = NULL, cols = NULL,check.names = FALSE)
head(zarodky1)

library(readxl)
zarodky2 <- read_excel("c:\\Users\\lubop\\Dropbox\\kursR\\zarodky.xlsx", sheet = "zarodky")
head(zarodky2)


path = "c:\\Users\\lubop\\Dropbox\\kursR\\"
file.names <- dir(path, pattern =".txt"); file.names

RD <- function(X){M <- read.delim(paste("c:\\Users\\lubop\\Dropbox\\kursR\\",X,sep=""))
return(M)}
listt = lapply(file.names,RD)
listt[[1]]
listt[[2]]
listt[[4]]
listt[[3]]

```


Export dat

```{r echo=FALSE, message=FALSE, warning=FALSE}

# txt, ascii

write.table(listt[[3]], file="c:\\Users\\lubop\\Dropbox\\kursR\\slinutypr2.txt", sep='\t')


# csv

write.csv(listt[[3]], "c:\\Users\\lubop\\Dropbox\\kursR\\slinutypr.csv", row.names=FALSE)

library(readr)
write_csv(listt[[4]], "c:\\Users\\lubop\\Dropbox\\kursR\\zarodky.csv")
library(data.table)
fwrite(listt[[2]], "c:\\Users\\lubop\\Dropbox\\kursR\\pneu.csv")


# Excel

library(openxlsx)
write.xlsx(listt[[1]], "c:\\Users\\lubop\\Dropbox\\kursR\\cyklamaty1.xlsx", asTable = FALSE, overwrite = TRUE)

library(writexl)
write_xlsx(listt[[1]], "c:\\Users\\lubop\\Dropbox\\kursR\\cyklamaty2.xlsx")

```


Čísla dle Chemical Abstracts Service (CAS)

```{r echo=FALSE, message=FALSE, warning=FALSE}

library(erah)

findComp(name = "caffeine", id.database = mslib, CAS = NULL,chem.form = NULL)
findComp(name = "proline", id.database = mslib, CAS = NULL,chem.form = NULL)

findComp(name = NULL, id.database = mslib, CAS = "58-08-2",chem.form = NULL)
findComp(name = NULL, id.database = mslib, CAS = "50-78-2",chem.form = NULL)


library(httk)

chem.physical_and_invitro.data

CAS.checksum(CAS.string="50-78-2") # Aspirin
CAS.checksum(CAS.string="58-08-2") # Caffeine

```


BCPC Compendium of Pesticide Common Names https://pesticidecompendium.bcpc.org
     formerly known as 
Alan Woods Compendium of Pesticide Common Names
http://www.alanwood.net/pesticides

```{r echo=FALSE, message=FALSE, warning=FALSE}

library(webchem)

# use names

bcpc_query("DEET", type = 'commonname', verbose = TRUE)

bcpc_query("Fluazinam", type = 'commonname', verbose = TRUE)$fluazinam$formula[1]

bcpc_query('Parathion', from ='name')

out = bcpc_query(c('Fluazinam','Diclofop'), from ='name')
out


# use CAS-numbers

bcpc_query("79622-59-6", from ='cas')

bcpc_query("51-03-6", from = 'cas', verbose = TRUE)
# from = c("name", "cas")


```


ChemicalIdentifierResolver(CIR)
http://cactus.nci.nih.gov/chemical/

```{r echo=FALSE, message=FALSE, warning=FALSE}

library(webchem)

cir_query("piperonyl butoxide", representation = "smiles", resolver = NULL, first = FALSE, verbose = TRUE)
cir_query("51-03-6", representation = "smiles", resolver = NULL, first = FALSE, verbose = TRUE)

# SMILES
cir_query('Imidacloprid', representation = 'smiles')
cir_query('Aspirin', 'smiles')
cir_query('Triclosan', 'smiles')
cir_query("3380-34-5", 'smiles')

# CAS
cir_query('Imidacloprid', representation = 'cas')
cir_query('DEET', 'cas', first = TRUE)
cir_query('Triclosan', 'cas')
cir_query("3380-34-5", 'cas', first = TRUE)
cir_query("3380-34-5", 'cas', resolver = 'cas_number')

# InChIKey
cir_query('Imidacloprid', representation = 'stdinchikey')

# Molecular weight
cir_query('Imidacloprid', representation = 'mw')

# number of rings
cir_query('Imidacloprid', representation = 'ring_count')

# formula
cir_query("3380-34-5", 'formula')

# name
cir_query("3380-34-5", 'names')


cir_query("3380-34-5", 'pubchem_sid')
cir_query("3380-34-5", 'chemnavigator_sid')


name = 'Triclosan'
cir_query(name, 'mw')
cir_query(name, 'formula')
cir_query(name, 'monoisotopic_mass')
cir_query(name, 'heteroatom_count')
cir_query(name, 'hydrogen_atom_count')


comp <- c('Triclosan', 'Aspirin')
cir_query(comp, 'cas')
cir_query(comp, 'cas', first = TRUE)
cir_query(comp, 'smiles')
cir_query(comp, 'mw')


cir_img("CCO", dir = "c:\\Users\\lubop\\Dropbox\\kursR\\") # SMILES

query = c("Glyphosate", "Isoproturon", "BSYNRYMUTXBXSQ-UHFFFAOYSA-N")
cir_img(query, dir = "c:\\Users\\lubop\\Dropbox\\kursR\\", bgcolor = "transparent", antialising = 0)

query  = "Triclosan"
cir_img(query,dir = "c:\\Users\\lubop\\Dropbox\\kursR\\",format = "png",width = 600,height = 600,linewidth = 2,symbolfontsize = 30,bgcolor = "white",antialiasing = FALSE,atomcolor = "black",bondcolor = "black",csymbol = "all",hsymbol = "all",hcolor = "black",header = "",footer = "",frame = 1,verbose = getOption("verbose"))

```


ChemicalIdentifierResolver(CIR)
https://cactus.nci.nih.gov/chemical/structure

```{r echo=FALSE, message=FALSE, warning=FALSE}

library(MSbox)

describe('Triclosan', "formula", info = TRUE) 

describe('malic acid', "formula", info = TRUE) 
describe('malic acid', "mw", info = FALSE) 
describe('malic acid', "hydrogen_atom_count", info = FALSE) 
describe('malic acid', "heteroatom_count", info = FALSE) 

describe(c('malic acid', 'citric acid', 'tartaric acid'), "smiles")

describe('glyphosate', "formula", info = FALSE) 
describe('glyphosate', "mw", info = FALSE)
describe('glyphosate', "smiles", info = FALSE) 
describe('glyphosate', "stdinchikey", info = FALSE) 

```


Chemical Translation Service (CTS)
http://cts.fiehnlab.ucdavis.edu/

```{r echo=FALSE, message=FALSE, warning=FALSE}

library(webchem)

out <- cts_compinfo("XEFQLINVKFYRCS-UHFFFAOYSA-N", verbose = TRUE)
str(out) 
out[[1]][1:5]

inchikeys <- c("XEFQLINVKFYRCS-UHFFFAOYSA-N","BSYNRYMUTXBXSQ-UHFFFAOYSA-N" ) 
out2 <- cts_compinfo(inchikeys) 
str(out2)

sapply(out2, function(y) c(y$formula,y$molweight))


cts_convert('XEFQLINVKFYRCS-UHFFFAOYSA-N', 'inchikey', 'Chemical Name')
# 'Chemical Name','InChIKey','PubChem CID', 'ChemSpider', 'CAS'

comp <- c('XEFQLINVKFYRCS-UHFFFAOYSA-N', 'BSYNRYMUTXBXSQ-UHFFFAOYSA-N') 
cts_convert(comp, 'inchikey', 'CAS')

# cts_convert(query, from, to, first = FALSE, verbose = TRUE)

```


PubChem 
https://pubchem.ncbi.nlm.nih.gov/
CompoundID (CID) for a search query using PUG-REST https://pubchem.ncbi. nlm.nih.gov/

```{r echo=FALSE, message=FALSE, warning=FALSE}

# get_cid(query, from = "name", first = FALSE, verbose = TRUE, arg = NULL)

comp <- c('Triclosan', 'Aspirin') 
get_cid(comp)
# from = 'name'(default),'cid','sid','aid','smiles', 'inchi', 'inchikey'

pc_prop(5564, properties = NULL, verbose = TRUE)


pc_synonyms('Aspirin') 
pc_synonyms(c('Aspirin', 'Triclosan')) 
pc_synonyms(5564, from = 'cid') 
# from = 'name'(default),'cid','sid','aid','smiles', 'inchi', 'inchikey'



```


ETOX: Information System Ecotoxicology and Environmental Quality Targets 
https:// webetox.uba.de/webETOX/index.do 

```{r echo=FALSE, message=FALSE, warning=FALSE}

comps <- c('Triclosan','Glyphosate', 'DEET') 
get_etoxid(comps, match = 'all')

ids <- c("20179", "9051", "2001")
etox_basic(ids)

comp <- c('Triclosan', 'Aspirin') # nefunguje
etox_basic(comp)


id <- get_etoxid("fluazinam", match = 'best') 
etox_tests(id)
etox_basic("98976")


```


Wikidata Item ID

```{r echo=FALSE, message=FALSE, warning=FALSE}

get_wdid('Triclosan', language = 'de') 
get_wdid('DDT') 
get_wdid('DDT', match = 'all')
# match = c("best", "first", "all", "ask", "na")

comps <- c('Triclosan', 'Glyphosate') 
get_wdid(comps)

id <- c("Q408646")
wd_ident(id, verbose = TRUE)
# 'smiles', 'cas', 'cid', 'einecs', 'csid', 'inchi', 'inchikey', 'drugbank', 'zvg', 'chebi', 'chembl', 'unii' and source_url

```


Flavor percepts 
http://www.flavornet.org

```{r echo=FALSE, message=FALSE, warning=FALSE}

fn_percept("123-32-0", verbose = TRUE)

CASs <- c("75-07-0", "64-17-5", "109-66-0", "78-94-4", "78-93-3") 
fn_percept(CASs, verbose = TRUE)

```


ChemIDPlus
http://chem.sis.nlm.nih.gov/chemidplus
http://cts.fiehnlab.ucdavis.edu/

```{r echo=FALSE, message=FALSE, warning=FALSE}

library(webchem)

ci_query('WSFSSNUMVMOOMR-UHFFFAOYSA-N', from ='inchikey')

y2 <- ci_query('WSFSSNUMVMOOMR-UHFFFAOYSA-N', from ='inchikey')
y2[[1]]$name

y2 <- ci_query('50-00-0', from ='rn')
y2[[1]]$name

comps <- c("50-00-0", "64-17-5")
ci_query(comps, from = "rn")

y2 <- ci_query('50-00-0', from = 'rn') 
y2[['50-00-0']]$inchikey
y2[['50-00-0']]$name
y2[['50-00-0']]$physprop
y2[['50-00-0']]$smiles
y2[['50-00-0']]$cas
y2[['50-00-0']]$synonyms
y2[['50-00-0']]$toxicity

y1 <- ci_query('50-00-0', from ='rn')
y1[['50-00-0']]$name
# extract log-P
sapply(y1, function(y){if (length(y) == 1 && is.na(y))
  return(NA)
  y$physprop$Value[y$physprop$`Physical Property`=='log P (octanol-water)']})

```


Query the OPSIN (Open Parser for Systematic IUPAC nomenclature) web service 
http://opsin.ch.cam.ac.uk/instructions.html

```{r echo=FALSE, message=FALSE, warning=FALSE}

library(webchem)

opsin_query('Cyclopropane', verbose = TRUE) 

opsin_query(c('Cyclopropane', 'Octane'), verbose = TRUE) 

```


Acute toxicity data from U.S. EPA ECOTOX

```{r echo=FALSE, message=FALSE, warning=FALSE}

library(webchem)

lc50
lc50[,1]

tnm = "67485-29-4"
nam = cir_query(tnm, 'names', first = FALSE)
lc50[which(lc50[,1]==tnm),2]

```



```{r echo=FALSE, message=FALSE, warning=FALSE}

library(PesticideLoadIndicator)

products.path()
products = products.load()
check_products_column_names(products)

substances = substances.load()

compute_pesticide_load_indicator(substances, products)


# Organic plant protection products in the river Jagst (Germany) in 2013
library(webchem)
jagst
unique(jagst[,"substance"])


library(ChemmineR)
pubchemSmilesSearch(smile)


library(CHNOSZ)
iCH <- info("SO2")
info(iCH)

```


```{r echo=FALSE, message=FALSE, warning=FALSE}

# library(rJava)
library(rcdk)

formula <- get.formula('NH4', charge = 1)
formula
formula@mass
formula@charge
formula@isotopes
formula@string


anle138b = parse.smiles("C1OC2=C(O1)C=C(C=C2)C3=CC(=NN3)C4=CC(=CC=C4)Br")[[1]]
anle138b = parse.smiles("c1ccccc1CC(=O)C(N)CC1CCCCOC1")[[1]]


get.depictor(width = 500, height = 500, zoom = 1.3, style = "cow", annotate = "off", abbr = "on", suppressh = TRUE, showTitle = FALSE, smaLimit = 100, sma = NULL) 

rcdkplot = function(molecule){
  par(mar=c(0,0,0,0)) # set margins to zero since this isn't a real plot
  temp1 = view.image.2d(molecule, depictor = NULL) # get Java representation into an image matrix. set number of pixels you want horiz and vertical
  plot(NA,NA,xlim=c(1,10),ylim=c(1,10),xaxt='n',yaxt='n',xlab='',ylab='') # create an empty plot
  rasterImage(temp1,1,1,10,10) # boundaries of raster: xmin, ymin, xmax, ymax. here i set them equal to plot boundaries
}
rcdkplot(anle138b)


todepict <- function(mol,pathsd){# raalizadeh, https://github.com/CDK-R/cdkr/issues/61
  result = tryCatch({
    factory <- .jnew("org.openscience.cdk.depict.DepictionGenerator")$withAtomColors()
    factory$withSize(1000,1000)#$getStyle("cow")
    temp1 <- paste0(pathsd)
    result<-factory$depict(mol)$writeTo(temp1)
  }, warning = function(w) {
    result=NULL
  }, error = function(e) {
    result=NULL
  })
  return(result)
}

library(MSbox)
smile <- as.character(describe('camptothecin', "smiles", info = FALSE) )
mol<-parse.smiles(smile)[[1]]

todepict(mol,'c:\\Users\\lubop\\Dropbox\\kursR\\camptothecin.png')

```





```{r}


as.character(3.14)
as.character(pi)

data <- c(-11, 21, 1.5, -31)
as.character(data)


## number of strings
length("BaCrO4")
length("How many characters?")
length(c("How", "many", "characters?"))

## number of charaters
nchar("BaCrO4")
nchar("How many characters?")
nchar(c("How", "many", "characters?"))

library(stringr)
str_length("BaCrO4")
str_length("How many characters?")
str_length(c("How", "many", "characters?"))

some_text = c("one", "two", "three", NA, "five")
str_length(some_text)
nchar(some_text)

some_factor = factor(c(1, 1, 1, 2, 2, 2), labels = c("good", "bad"))
some_factor
str_length(some_factor)
nchar(some_factor)


# Usporadani

set11 = c("today", "produced", "example", "beautiful", "a", "nicely")
# sort (decreasing order)
sort(set11)
# sort (increasing order)
sort(set11, decreasing = TRUE)


library(stringi)
stri_reverse("dna")
stri_reverse(set11)


### Spojovani retezcu

toString(17.04)
toString(c(17.04, 1978))
toString(c("Bonjour", 123, TRUE, NA, log(exp(1))))


## paste

paste("This is",  "out of",   "examples.")
paste0("This is",  "out of",  "examples.") 
paste0("This is",  " out of",  " examples.")

a <- "acetic"
b <- "acid"
c <- "anhydride"

d1 <- paste(a, b, c); d1
d2 <- paste(a, b, c, sep = "-"); d2

paste("I", "love", "R", sep = "-")


str <- paste(c(1:3), "4", sep = ":")
print (str)

str <- paste(c(1:4), c(5:8), sep = "--")
print (str)

paste("X", 1:5, sep = ".")

paste(1:3, c("!", "?", "+"))
paste(1:3, c("!", "?", "+"), sep = "")
paste0(1:3, c("!", "?", "+"))
paste(1:3, c("!", "?", "+"), sep = "", collapse = "")
paste0(1:3, c("!", "?", "+"), collapse = "")

paste("The value of pi is", round(pi,3), "and value of e is", round(exp(1),3),".")


df <- data.frame(cation=c('sodium','mercury','iron','calcium'),
                 anion=c('acetate','sulphate','dioxide','oxalate'),
                 purity=c(0.99, 0.9, 0.999, 0.985))
df
df$name = paste(df$cation, df$anion)
df

library(stringr)
str_c("May", "The", "Force", "Be", "With", "You")


library(stringr)
str_c("May", "The", "Force", NULL, "Be", "With", "You", character(0))
paste("May", "The", "Force", NULL, "Be", "With", "You", character(0))

str_c("May", "The", "Force", "Be", "With", "You", sep = "_")

# str_join("May", "The", "Force", "Be", "With", "You", sep = "-") 
# analogicka fce k predchozi


## cat - pouze vypisuje retezec

cat("learn", "code", "tech", sep = ":")
str <- cat("learn", "code", "tech", sep = ":") # nelze ulozit do promenne
print (str) 

my_string = c("learn", "code", "tech")
cat(my_string, "with R")
cat(my_string, "with R", sep = " =) ")

cat(1:10, sep = "-")
cat(month.name[1:4], sep = " ")

cat(c(1:5), file ='sample.txt')
cat(my_string, "with R", file = "output.txt")
cat(11:20, sep = '\n', file = 'temp.csv')
readLines('temp.csv') # read the file temp.csv

cat("The value of pi is", round(pi,3), "and value of e is", round(exp(1),3),".")


## print - vypisuje vsechny formaty

print(df)
df

my_value <- 8235.675324 
my_value
print(my_value) 
print(my_value, digits = 5) 

print(c("learn", "code", "tech"))
paste(c("learn", "code", "tech"))
paste(c("learn", "code", "tech"), collapse=" ")
cat(c("learn", "code", "tech"))

my_string <- "This is \nthe example string" 
print(my_string)  
cat(my_string) 


### 

library(stringr)

str_dup("hola", 3)
str_dup("adios", 1:3)

words = c("lorem", "ipsum", "dolor", "sit", "amet")
str_dup(words, 2)
str_dup(words, 1:5)


####

format(c("A", "BB", "CCC"), width = 5, justify = "centre")
format(c("A", "BB", "CCC"), width = 5, justify = "left")
format(c("A", "BB", "CCC"), width = 5, justify = "right")
format(c("A", "BB", "CCC"), width = 5, justify = "none")

library(stringr)
str_pad("hola", width = 7)
str_pad("adios", width = 7, side = "both")
str_pad("hashtag", width = 8, pad = "#")
str_pad("hashtag", width = 9, side = "both", pad = "-")


##### editace ciselnych retezcu

## sprintf

# '%f' indicates 'fixed point' decimal notation
sprintf("%f", pi)
sprintf("%f", 123.45)
sprintf("%f", 123.456789)
# decimal notation with 3 decimal digits
sprintf("%.3f", pi)
sprintf("%.3f", 123.456789)
# 1 integer and 0 decimal digits
sprintf("%1.0f", pi)
sprintf("%1.0f", 123.456789)
# decimal notation with 3 decimal digits
sprintf("%5.1f", pi)
sprintf("%05.1f", pi)
sprintf("%6.1f", 123.456789)
sprintf("%06.1f", 123.456789)
# print with sign (positive)
sprintf("%+f", pi)
sprintf("%+f", 123.456789)
# prefix a space
sprintf("% f", pi)
sprintf("% f", 123.456789)
# left adjustment
sprintf("%-10f", pi)
sprintf("%-10f", 123.456)
# exponential decimal notation 'e'
sprintf("%e", pi)
sprintf("%e", 123.456789)
# exponential decimal notation 'E'
sprintf("%E", pi)
sprintf("%E", 123.456789)
# number of significant digits (6 by default)
sprintf("%g", pi)
sprintf("%g", 123.456789)


## format

format(pi)
format(123.45)
format(123.456789)

format(123.45, nsmall = 5)
format(12.3456789, nsmall=2)
format(12.3456789, nsmall=7)
format(12.3, nsmall=3)

format(12.3456789, digits=2)
format(12.3456789, digits=5)
format(c(6, 13.1), digits = 2)

format(12.3456789, digits=5, nsmall = 6)
format(c(6, 13.1), digits = 2, nsmall = 2)

format(1/1:5, digits = 2)
format(format(1/1:5, digits = 2), width = 6, justify = "centre")


format(12345678, big.mark = ",") # oddeleni tisicu
format(1230, big.mark = ",")


## uvozovky ve vypisu retezce

my_string = "programming with data is fun"
print(my_string)
print(my_string, quote = FALSE)

noquote(my_string)

no_quotes = noquote(c("some", "quoted", "text", "!%^(&="))
no_quotes
no_quotes[2:3]

noquote(paste("I", "love", "R", sep = "-"))
noquote(cat("The value of pi is", round(pi,3), "and value of e is", round(exp(1),3),".")
)


dQuote(my_string)
sQuote(my_string)

x <- "2020-05-29 19:18:05"
dQuote(x)
sQuote(x)


########

substr(month.name, 1, 3)

substring(month.name, 1, 3)

strtrim(month.name, 3)


rs <- ("This is First R String Example")
strsplit(rs, split = " ")

rs <- ("This&is&First&R&String&Example")
strsplit(rs, split = "&")

a <- "Alabama-Alaska-Arizona-Arkansas-California"
strsplit(a, split = "-")

str = "Splitting sentence into words"
strsplit(str, " ")
unlist(strsplit(str, " "))


rs <- ("C21H22N2O2") # strychnin

strsplit(rs, split = "[0-9]+")[[1]]

strsplit(rs, split = "[A-Z]+")[[1]][-1]
strsplit(rs, "\\D+")[[1]][-1]
regmatches(rs, gregexpr("[[:digit:]]+", rs))
library(stringr)
str_extract_all(rs,"[0-9]+")[[1]]
library(strex)
str_extract_numbers(rs,decimals = FALSE)

rs <- ("C21H22N2O2")
strsplit(rs, split = "")

string_date<-c("2-07-2020","5-07-2020","6-07-2020",
               "7-07-2020","8-07-2020")
ssp = strsplit(string_date,split = "-"); ssp


# extract 'bcd'
substr("abcdef", start=2, stop=4)

substring("ABCDEF", 2, 4)

# extract each letter
substring("ABCDEF", 1:6, 1:6)


library(stringr)
lorem = "Lorem Ipsum"
substring(lorem, first = 1, last = 5)
str_sub(lorem, start = 1, end = 5)

str_sub("adios", 1:3)

resto = c("brasserie", "bistrot", "creperie", "bouchon")
substring(resto, first = -4, last = -1)
str_sub(resto, start = -4, end = -1)

str_sub(lorem, seq_len(nchar(lorem)))
substring(lorem, seq_len(nchar(lorem)))

str_sub(lorem,-2) 


### orezani mezer na koncich retezce

trimws(" This has trailing spaces.  ")

bad_text = c("This", " example ", "has several   ", "   whitespaces ")
trimws(bad_text)
library(stringr)
str_trim(bad_text, side = "left")
str_trim(bad_text, side = "right")
str_trim(bad_text, side = "both")


## replace
chartr(old = "All", new = "aLL", "All ChaRacterS in Upper Case") 
chartr("a", "A", "This is a boring string")
chartr("a", "0", "This is a bad example")

crazy = c("Here's to the crazy ones", "The misfits", "The rebels")
chartr("aei", "#!?", crazy)


x = c("may", "the", "force", "be", "with", "you")
substr(x, 2, 2) <- "#"
x
y = c("may", "the", "force", "be", "with", "you")
substr(y, 2, 3) <- ":)"
y

z = c("may", "the", "force", "be", "with", "you")
substr(z, 2, 3) <- c("#", "@")
z

text = c("more", "emotions", "are", "better", "than", "less")
substring(text, 1:3) <- c(" ", "zzz")
text


library(stringr)
lorem = "Lorem Ipsum"
str_sub(lorem, -1) <- "Nullam"
lorem

lorem = "Lorem Ipsum"
str_sub(lorem, 1, 5) <- "Nullam"
lorem

lorem = "Lorem Ipsum"
str_sub(lorem, c(1, 7), c(5, 8)) <- c("Nullam", "Enim")
lorem


## to lower case
tolower("BaCrO4")
tolower(c("aLL ChaRacterS in LoweR caSe", "ABCDE"))
casefold("aLL ChaRacterS in LoweR caSe")

## to upper case
toupper("BaCrO4")
toupper(c("All ChaRacterS in Upper Case", "abcde"))
casefold("All ChaRacterS in Upper Case", upper = TRUE)


### filtrovani

startsWith(month.name, "J")
endsWith(month.name, "ember")

myStrings <- paste(1:3, month.name, sep = ". ")
myStrings
# Is a pattern present (returns a logical vector)?
grepl("ember", myStrings)
# In which elements is a pattern present (returns indices)?
grep("ember", myStrings)
# In which elements is a pattern present (returns the values)?
grep("ember", myStrings, value = TRUE)

x1<-c("R is a programming language and programming software environment",
      "R is freely available under the GNU General Public License",
      "This programming language was named R")
grep("programming",x1,fixed=TRUE)


# Srovnani 2 retezcu
message1 <- "Pro"
message2 <- "Pro"
message3 <- "pRO"
message1 == message2
message1 == message3

# Hledani retezce v jinem retezci
str <- "Hello World!"
grepl("H", str)
grepl("Hello", str)
grepl("X", str)
grepl(message1, message2)
grepl(message1, message3)

identical(message1, message2)
identical(message1, message3)
identical(tolower(message1), tolower(message3))

message1[message1 %in% message2]
message1[message1 %in% message3]  
message1[tolower(message1) %in% tolower(message3)] 

vector1 <- c("hey", "hello", "greetings")
vector2 <- c("hey", "hello", "hi")
vector1[vector1 %in% vector2]


###

library(stringr)

change = c("Be the change", "you want to be")
# extract first word
word(change, 1)
# extract second word
word(change, 2)
# extract last word
word(change, -1)
# extract all but the first words
word(change, 2, -1)

word(change,start=1,end=2,sep=fixed(" "))


data <-  c('Ab_Cd-001234.txt','Ab_Cd-001234.txt')

gsub('.*-([0-9]+).*','\\1','Ab_Cd-001234.txt')
x <- c('Ab_Cd-001234.txt','Ab_Cd-001234.txt')
sub('.*-([0-9]+).*','\\1',x)

library(stringr)
regexp <- "[[:digit:]]+"
str_extract(data, regexp)

library(qdap)
genXtract("Ab_Cd-001234.txt", "-", ".txt")
x <- c('Ab_Cd-001234.txt','Ab_Cd-001234.txt')
genXtract(x, "-", ".txt")

library(tools)
sub(".*-", "", file_path_sans_ext(x))

library(gsubfn)
strapplyc(x, "-(\\d+)\\.", simplify = TRUE)
strapply(x, "-(\\d+)\\.", as.numeric, simplify = TRUE)


x <- c("a very nice character string")  
library(stringr)
str_replace(x, "c", "xxx")
str_replace_all(x, "c", "xxx")

x <- "aaabbb" 
sub("a", "c", x)  
gsub("a", "c", x)
sub("a|b", "c", x)
gsub("a|b", "c", x)  

x <- c("d", "a", "c", "abba") 
grep("a", x)
grepl("a", x)
grep("a|c", x)
grepl("a|c", x)

regexpr("a", x)
gregexpr("a", x)
regexec("a", x) 

x <- "example_xxx_string"
library(stringr)
str_sub(string = x, start = 8, end = 12)
str_sub(string = x, start = 8, end = 12) <- " character "  # Replace substring
x  

x <- "xxxxyxxyxaaaaaay"
x 
sub("y", "NEW", x) 
gsub("y", "NEW", x)

library(stringr)
str_replace(x, "y", "NEW")
str_replace_all(x, "y", "NEW")

```


Kvadraticke a kubicke rovnice


Velikost výslednice dvou navzajem kolmých sil je 34 N. Jaká je velikost skládaných sil, je-li jedna z nich o 14 N větší než druha?

```{r echo=FALSE, message=FALSE, warning=FALSE}

# Pythagorova veta: x^2 + (x + 14)^2 = 34^2      
library(Ryacas)
eq <- "x^2 + (x + 14)^2 - 34^2" 
yac_str(paste0("Simplify(", eq, ")"))  # zjednodusení výrazu

# diskriminant
dc = c(1,14,-480)
D = dc[2]^2 - 4*dc[1]*dc[3]
if (D == 0) {cat("Kvadraticka rovnice ma dva sobe rovne realne koreny (dvojnasobny koren).")}
if (D > 0) {cat("Kvadraticka rovnice ma dva ruzne realne koreny.")}
if (D < 0) {cat("Kvadraticka rovnice nema zadny koren v oboru realnych cisel. V oboru komplexnich cisel ma dva imaginarni komplexne sdruzene koreny.")}

# Descartes rule
sum(diff(sign(dc)) != 0)
cat("Pocet kladnych korenu:", sum(diff(sign(dc)) != 0)) # pocet kladnych korenu

library(sfsmisc)
nr.sign.chg(dc)
cat("Pocet kladnych korenu:", nr.sign.chg(dc)) # pocet kladnych korenu


fun <- function (x) {x^2 + (x + 14)^2 - 34^2}
uniroot(fun, c(-1, 0),extendInt = "yes", tol = 1e-9)  # base
uniroot(fun, c(0, 1),extendInt = "yes", tol = 1e-9)
# uniroot(fun, c(-1, 1),extendInt = "yes", tol = 1e-9)
F1 <- uniroot(fun, c(0, 100),extendInt = "yes", tol = 1e-9) 
F1$root

fun <- function(x){x^2 + 14*x - 480}
uniroot(fun, c(-1, 0),extendInt = "yes", tol = 1e-9)  # base
uniroot(fun, c(0, 1),extendInt = "yes", tol = 1e-9)
F1 <- uniroot(fun, c(0, 100),extendInt = "yes", tol = 1e-9)
F1$root 


rr = polyroot(c(-480, 14, 1)) # base
Re(rr)


library(pracma)
rr = roots(c(1, 14, -480))
rr

## graficke reseni
xx = seq(-50,50,1)
yy = abs(xx^2 + (xx + 14)^2 - 34^2)
plot(xx,yy,type="l")
abline(h=0,col=2)
xx[which(yy==0)]
xx[yy==0]

## graficke reseni
xx = seq(-50,50,1)
yy = xx^2
zz = -14*xx + 480
plot(xx,yy,type="l")
abline(480,-14,col=2)

plot(xx,yy,type="l",xlim = c(10,20),ylim=c(0,500))
abline(480,-14,col=2)


```


Jake pH má roztok kyseliny mravenčí o koncentraci 8.5 x 10-4 mol/l?

```{r echo=FALSE, message=FALSE, warning=FALSE}

pKA = 3.752
KA = 10^-pKA; KA
Kw = 10^-14
cA = 8.5e-4 # [mol/l ] 


# H = sqrt(KA*cA)
H <- sqrt(KA*cA)
pH = -log10(H); pH 


# [H+]^2 + KA*[H+] + KA*cA = 0
CE = c(1,KA,-KA*cA)
fun <- function (x) CE[1]*x^2 + CE[2]*x + CE[3]
uniroot(fun, c(-1e-1, 0),tol = 1e-9)
uniroot(fun, c(0, 1e-1),tol = 1e-9)
H <- uniroot(fun, c(0, 1e-1),tol = 1e-9)$root  # base
pH = -log10(H); pH

library(rootSolve)
rootSolve::uniroot.all(fun, c(-1e-1, 0), tol = 1e-9)
rootSolve::uniroot.all(fun, c(0, 1e-1), tol = 1e-9)
H <- rootSolve::uniroot.all(fun, c(-1e-1, 1e-1), tol = 1e-9)
pH = -log10(H); pH 

library(Rmpfr)
Rmpfr::unirootR(fun, lower=-1e-1, upper=0, tol = 1e-9)
Rmpfr::unirootR(fun, lower=0, upper=1e-1, tol = 1e-9)
H <- Rmpfr::unirootR(fun, lower=0, upper=1e-1, tol = 1e-9)$root
pH = -log10(H); pH 



# [H+]^3 + KA*[H+]^2 - [H+]*(KA*cA + Kw) - KA*Kw = 0
CE = c(1,KA,-(KA*cA + Kw),-KA*Kw)

library(RConics) 
x0 = cubic(CE); x0
H = Re(x0[which(Im(x0)==0)])
H = Re(x0[which(Re(x0)>=0)])
pH = -log10(H); pH 


fun <- function (x) CE[1]*x^3 + CE[2]*x^2 + CE[3]*x + CE[4]
uniroot(fun, c(-1e-1,0),tol = 1e-9)
uniroot(fun, c(0, 1e-1),tol = 1e-9)
H <- uniroot(fun, c(0, 1e-1),tol = 1e-9)$root  # base
pH = -log10(H); pH 


library(rootSolve)
rootSolve::uniroot.all(fun, c(-1e-1, 0),tol = 1e-9)
rootSolve::uniroot.all(fun, c(0,1e-1),tol = 1e-9)
H <- rootSolve::uniroot.all(fun, c(-1e-1, 1e-1),tol = 1e-9)
pH = -log10(H); pH 


library(Rmpfr)
Rmpfr::unirootR(fun, lower=-1e-1, upper=0, tol = 1e-9)
Rmpfr::unirootR(fun, lower=0, upper=1e-1, tol = 1e-9)
H <- Rmpfr::unirootR(fun, lower=0, upper=1e-1, tol = 1e-9)$root
pH = -log10(H); pH 

```


Tlakova lahev s oxidem uhlicitym obsahuje 10.0 kg plynu. Jaký objem zaujíma stlaceny plyn, kdyz pri teplote 30 °C je tlak v lahvi 13.17e6 Pa? Vypocet provedte pomoci van der Waalsovy rovnice.

```{r echo=FALSE, message=FALSE, warning=FALSE}

# (p + a/Vm^2)(Vm - b) = R*T     
# [Vm = 0.075 m3/kmol, n = 0.2273 kmol, V = 0.0171 m3]

library(measurements)
p = 13.17e6 # [Pa]
m = conv_unit(10.0, from="kg", to="g")
t = conv_unit(30, from="C", to="K") 
R = 8.3141  # [J / mol K]
R = R*1000  # [J / kmol K]
Mr = 44.01  # [g/mol]
n = m/Mr    # [mol]
n = n/100   # [kmol]


# vypocet pro idealni plyn
# p*Vm - R*T = 0  
Vm = R*t/p
V = Vm*n; V  # [m3]


# vypocet pro realny plyn
a = 0.365e6 # [m6 Pa / kmol2]
b = 0.0428  # [m3 / kmol]
# Vm**3 - (b + R*t/p)*Vm**2 + (a/p)*Vm - a*b/p 

# realne i komplexni koreny
library(RConics) 
CE = c(1,-(b + R*t/p),a/p,-(a*b/p))
x0 = cubic(CE); x0
Vm = Re(x0[which(Im(x0)==0)])  # [m3 / kmol]
Vm
V = Vm*n; V  # [m3]

# jen realne koreny
fun <- function (x) CE[1]*x^3 + CE[2]*x^2 + CE[3]*x + CE[4]
#curve(fun(x),-4,4)
#abline(h = 0, lty = 3)
Vm <- uniroot(fun, c(-4, 4))$root  # base
V = Vm*n; V  # [m3]

library(rootSolve)
Vm <- rootSolve::uniroot.all(fun, c(-4, 4))
V = Vm*n; V  # [m3]

library(Rmpfr)
Vm <- Rmpfr::unirootR(fun, lower=-4, upper=4, tol = 1e-9)$root
V = Vm*n; V  # [m3]

## graficke reseni
# CE = c(1,-(b + R*t/p),a/p,-(a*b/p))
xx <- seq(-4,4, by=0.01)
yy <- CE[1]*xx^3 
zz <- -CE[2]*xx^2 - CE[3]*xx - CE[4]
plot(xx,yy,type="l", col=2)
points(xx,zz,type="l", col=4)
plot(xx, yy, type="l",col=2,xlim=c(0.05,0.1),ylim=c(0,0.001))
points(xx, zz, type="l",col=4)

```


### soustavy linearnich rovnic ###


Ze dvou slitin s 60% a 80% obsahem mědi se ma získat 40 kg slitiny se 75% obsahem mědi. Kolik kg každé slitiny je třeba použít?  [10 a 30 kg]

```{r}

library(rootSolve)
model <- function(x){
  F1 <- 0.6*x[1] + 0.8*x[2] - 30
  F2 <- x[1] + x[2] - 40
  c(F1 = F1, F2 = F2)}
ss <- multiroot(f = model, start = c(1, 1))
ss$root

### graficke reseni
# 0.6*m1 + 0.8*m2 = 40*0.75 => m1 = 40*0.75/0.6 - 0.8/0.6 * m2  => m1 = 50 - 1.33 * m2 
# m1 + m2 = 40  => m1 = 40 - m2
xx = seq(0,50,0.1)
yy = 50 - 1.33*xx
zz = 40 - xx
plot(xx, yy, type="l",col=2)
points(xx, zz, type="l",col=4)
plot(xx, yy, type="l",col=2,xlim=c(25,35),ylim=c(0,20))
points(xx, zz, type="l",col=4)

```


Do bazenu natece prutokem A za 3 h a prutokem B za 4 h celkem 2150 hl vody. Prutokem A za 4 h a prutokem B za 2 h by nateklo 1700 hl vody. Kolik hl vody natece prutokem A a kolik prutokem B za 1 hodinu?      A 250 hl, B 350 hl

```{r}

library(rootSolve)
model <- function(x){
  F1 <- 3*x[1] + 4*x[2] - 2150
  F2 <- 4*x[1] + 2*x[2] - 1700
  c(F1 = F1, F2 = F2)}
ss <- multiroot(f = model, start = c(1, 1))
ss$root

### graficke reseni
# 3*m1 + 4*m2 = 2150 => m2 = 2150/4 - 3/4 * m1  => m2 = 537.5 - 0.75 * m1
# 4*m1 + 2*m2 = 1700 => m2 = 1700/2 - 4/2 * m1 => m2 = 850 - 2 * m1
xx = seq(0,500,1)
yy = 537.5 - 0.75*xx
zz = 850 - 2*xx
plot(xx, yy, type="l",col=2)
points(xx, zz, type="l",col=4)
plot(xx, yy, type="l",col=2,xlim=c(200,300),ylim=c(300,400))
points(xx, zz, type="l",col=4)

```


Ze dvou druhu caje v cene 160 Kc a 220 Kc za 1 kg je treba pripravit 20 kg smesi v cene 205 Kc za 1 kg. Kolik kg kazdeho caje je treba smichat?   5 kg levnejsiho a 15 kg drazsiho 

```{r}

library(rootSolve)   ### opravit zadani
model <- function(x){
  F1 <- 160*x[1] + 220*x[2] - 4100
  F2 <- x[1] + x[2] - 20
  c(F1 = F1, F2 = F2)}
ss <- multiroot(f = model, start = c(1, 1))
ss$root

### graficke reseni
# 160*m1 + 220*m2 = 4100 => m1 = 4100/160 - 220/160 * m2  => m1 = 25.625 - 1.375 * m2
# m1 + m2 = 20 => m1 = 20 - m2
xx = seq(0,20,0.1)
yy = 25.625 - 1.375*xx
zz = 20 - xx
plot(xx, yy, type="l",col=2)
points(xx, zz, type="l",col=4)
plot(xx, yy, type="l",col=2,xlim=c(10,20),ylim=c(0,10))
points(xx, zz, type="l",col=4)

```


Kolik g 60% a kolik g 30% roztoku NaCl je treba smichat pri priprave 100 g 40% roztoku? 20 g 60% a a 80 g 35%

```{r}

library(rootSolve)
model <- function(x){
  F1 <- 0.6*x[1] + 0.3*x[2] - 40
  F2 <- x[1] + x[2] - 100
  c(F1 = F1, F2 = F2)}
ss <- multiroot(f = model, start = c(1, 1))
ss$root

### graficke reseni
# 0.6*m1 + 0.3*m2 = 100*0.4 => m1 = 40/0.6 - 0.3/0.6 * m2  => m1 = 66.67 - 0.5 * m2 
# m1 + m2 = 100  => m1 = 100 - m2
xx = seq(0,100,0.1)
yy = 66.67 - 0.5*xx
zz = 100 - xx
plot(xx, yy, type="l",col=2)
points(xx, zz, type="l",col=4)
plot(xx, yy, type="l",col=2,xlim=c(65,70),ylim=c(30,40))
points(xx, zz, type="l",col=4)

### matice

B = c(0.40*100,100) # [mg]
names(B) = c("60%","30%")
r1 = c(0.60,1) # [mg]
r2 = c(0.30,1) # [mg]
A = cbind(r1,r2)
colnames(A) = c("60%","30%")
rownames(A) = c("r30","r3")
det(A) # matice je regularni n = h
library(matlib)
c(R(A), R(cbind(A,B)))          # show ranks
all.equal(R(A), R(cbind(A,B)))  # consistent?
showEqn(A, B)
matlib::Solve(A, B)
limSolve::Solve(A, B)
#
library(limSolve)
G <-matrix(ncol = 2, byrow = TRUE, data = c(1, 0, 0, 1)) 
H <- c(0, 0)
ldei(A, B, G = G, H = H)$X
#
library(cmna) 
gdls(A, B, alpha = 0.05, tol = 1e-06, m = 1e+05) #  least squares with graident descent
jacobi(A, B, tol = 1e-06, maxiter = 100)  # iterativematrix
gaussseidel(A, B, tol = 1e-06, maxiter = 100) # iterativematrix
solvematrix(A, B) # refmatrix

```


Ze dvou kovu o hustotach 7.4 g/cm3 a 8.2 g/cm3 je treba pripravit 0.5 kg slitiny o hustote 7.6 g/cm3. Kolik g kazdiho z kovu je k tomu potreba? 375 g lehciho a 125 g tezsiho

```{r}

library(rootSolve)
model <- function(x){
  F1 <- 7.4*x[1] + 8.2*x[2] - 3800
  F2 <- x[1] + x[2] - 500
  c(F1 = F1, F2 = F2)}
ss <- multiroot(f = model, start = c(1, 1))
ss$root  # [kg]

### graficke reseni
# 7.4*m1 + 8.2*m2 = 0.5*7.6 => m1 = 3800/7.4 - 8.2/7.4 * m2  => m1 = 513.5 - 1.108 * m2 
# m1 + m2 = 500  => m1 = 500 - m2
xx = seq(0,500,1)
yy = 513.5 - 1.108*xx
zz = 500 - xx
plot(xx, yy, type="l",col=2)
points(xx, zz, type="l",col=4)
plot(xx, yy, type="l",col=2,xlim=c(100,150),ylim=c(350,400))
points(xx, zz, type="l",col=4)

### matice
B = c(7.6,1) # [mg]
names(B) = c("kov1","kov2")
r1 = c(7.4,1) # [mg]
r2 = c(8.2,1) # [mg]
A = cbind(r1,r2)
colnames(A) = c("kov1","kov2")
rownames(A) = c("7.4","8.2")
det(A) # matice je regularni n = h
library(matlib)
c(R(A), R(cbind(A,B)))          # show ranks
all.equal(R(A), R(cbind(A,B)))  # consistent?
showEqn(A, B)
rr = matlib::Solve(A, B)
read.table(text = rr[1], fill = TRUE)[[3]]*500 # [g]
read.table(text = rr[2], fill = TRUE)[[3]]*500 # [g]
rr = limSolve::Solve(A, B)
rr*500 # [g]
# 
library(limSolve)
G <-matrix(ncol = 2, byrow = TRUE, data = c(1, 0, 0, 1)) 
H <- c(0, 0)
rr = ldei(A, B, G = G, H = H)$X
rr*500 # [g]

```


V tepelné elektrárne mají zásobu uhlí, která vystací na 24 dní, bude-li v cinnosti pouze první blok, na 30 dní, bude-li v provozu pouze 2. blok a na 20 dní, bude-li v provozu pouze 3. blok. Na jak dloho vystací zásoba, budou-li v provozu vsechny bloky najednou?

```{r}

# x/24 + x/30 + x/20 = 1

library(Ryacas)
vr <- ysym("x/24 + x/30 + x/20 - 1") 
solve(vr, "x") 

fun <- function (x) x/24 + x/30 + x/20 - 1
uniroot(fun, c(0, 1),extendInt = "yes", tol = 1e-9)$root

```
