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How to simulate an equation with variables that change?


How to sort a dataframe by multiple column(s)How to join (merge) data frames (inner, outer, left, right)How to sum a variable by groupHow to change facet labels?How to make a great R reproducible exampleChanging column names of a data frameAdding Regression Line Equation and R2 on graphHow do I replace NA values with zeros in an R dataframe?How to check if object (variable) is defined in R?How can we make xkcd style graphs?






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0















The problem is to simulate an equation with variables that change. All the variables are fixed, expect for lower case s and treat_date. Here is the error message:



Error in checkFunc(Func2, times, y, rho) : The number of derivatives
returned by func() (202) must equal the length of the initial
conditions vector (2)


I have tried moving things around but I honestly have no idea what I am doing



seasonal_SI <- function (t, y, parameters) 
S <- y[1]
I <- y[2]
with(as.list(parameters),
julian_date <- t %% 365
v <- ifelse(julian_date >= treat_date &
julian_date < (treat_date + 10) &
treatment, 0.9, v)
beta <- beta0 + s*beta0*sin(2*pi*(julian_date)/365)
dSdt <- b*(1-c*(S+I))*(S+rho*I)-d*S-beta*S*I
dIdt <- beta*S*I-(d+v)*I
res <- c(dSdt, dIdt)
list(res)
)


initials <- c(S=99, I=1)
params <- c(b=.5, c=.01, beta0=5e-3, v=.05, rho=.3, treatment=TRUE,
s=as.numeric(seq(from=0, to=1, by=.01)),
treat_date=as.numeric(seq(from=0, to=355, length.out=101)))
t <- 0:1

library("deSolve")
lsoda(y=initials, times=t, parms=params, func=seasonal_SI)


I would like for it to run and return a graph.










share|improve this question


























  • Running yout code I got. Error in ifelse(julian_date >= treat_date & julian_date < (treat_date + : object 'treat_date' not found

    – LocoGris
    Mar 28 at 5:10











  • You should put your parameters into a list rather than into a vector. Try params <- list(b=.5, c=.01, <...>). There are further issues, though, but this could be a start.

    – jay.sf
    Mar 28 at 7:55

















0















The problem is to simulate an equation with variables that change. All the variables are fixed, expect for lower case s and treat_date. Here is the error message:



Error in checkFunc(Func2, times, y, rho) : The number of derivatives
returned by func() (202) must equal the length of the initial
conditions vector (2)


I have tried moving things around but I honestly have no idea what I am doing



seasonal_SI <- function (t, y, parameters) 
S <- y[1]
I <- y[2]
with(as.list(parameters),
julian_date <- t %% 365
v <- ifelse(julian_date >= treat_date &
julian_date < (treat_date + 10) &
treatment, 0.9, v)
beta <- beta0 + s*beta0*sin(2*pi*(julian_date)/365)
dSdt <- b*(1-c*(S+I))*(S+rho*I)-d*S-beta*S*I
dIdt <- beta*S*I-(d+v)*I
res <- c(dSdt, dIdt)
list(res)
)


initials <- c(S=99, I=1)
params <- c(b=.5, c=.01, beta0=5e-3, v=.05, rho=.3, treatment=TRUE,
s=as.numeric(seq(from=0, to=1, by=.01)),
treat_date=as.numeric(seq(from=0, to=355, length.out=101)))
t <- 0:1

library("deSolve")
lsoda(y=initials, times=t, parms=params, func=seasonal_SI)


I would like for it to run and return a graph.










share|improve this question


























  • Running yout code I got. Error in ifelse(julian_date >= treat_date & julian_date < (treat_date + : object 'treat_date' not found

    – LocoGris
    Mar 28 at 5:10











  • You should put your parameters into a list rather than into a vector. Try params <- list(b=.5, c=.01, <...>). There are further issues, though, but this could be a start.

    – jay.sf
    Mar 28 at 7:55













0












0








0








The problem is to simulate an equation with variables that change. All the variables are fixed, expect for lower case s and treat_date. Here is the error message:



Error in checkFunc(Func2, times, y, rho) : The number of derivatives
returned by func() (202) must equal the length of the initial
conditions vector (2)


I have tried moving things around but I honestly have no idea what I am doing



seasonal_SI <- function (t, y, parameters) 
S <- y[1]
I <- y[2]
with(as.list(parameters),
julian_date <- t %% 365
v <- ifelse(julian_date >= treat_date &
julian_date < (treat_date + 10) &
treatment, 0.9, v)
beta <- beta0 + s*beta0*sin(2*pi*(julian_date)/365)
dSdt <- b*(1-c*(S+I))*(S+rho*I)-d*S-beta*S*I
dIdt <- beta*S*I-(d+v)*I
res <- c(dSdt, dIdt)
list(res)
)


initials <- c(S=99, I=1)
params <- c(b=.5, c=.01, beta0=5e-3, v=.05, rho=.3, treatment=TRUE,
s=as.numeric(seq(from=0, to=1, by=.01)),
treat_date=as.numeric(seq(from=0, to=355, length.out=101)))
t <- 0:1

library("deSolve")
lsoda(y=initials, times=t, parms=params, func=seasonal_SI)


I would like for it to run and return a graph.










share|improve this question
















The problem is to simulate an equation with variables that change. All the variables are fixed, expect for lower case s and treat_date. Here is the error message:



Error in checkFunc(Func2, times, y, rho) : The number of derivatives
returned by func() (202) must equal the length of the initial
conditions vector (2)


I have tried moving things around but I honestly have no idea what I am doing



seasonal_SI <- function (t, y, parameters) 
S <- y[1]
I <- y[2]
with(as.list(parameters),
julian_date <- t %% 365
v <- ifelse(julian_date >= treat_date &
julian_date < (treat_date + 10) &
treatment, 0.9, v)
beta <- beta0 + s*beta0*sin(2*pi*(julian_date)/365)
dSdt <- b*(1-c*(S+I))*(S+rho*I)-d*S-beta*S*I
dIdt <- beta*S*I-(d+v)*I
res <- c(dSdt, dIdt)
list(res)
)


initials <- c(S=99, I=1)
params <- c(b=.5, c=.01, beta0=5e-3, v=.05, rho=.3, treatment=TRUE,
s=as.numeric(seq(from=0, to=1, by=.01)),
treat_date=as.numeric(seq(from=0, to=355, length.out=101)))
t <- 0:1

library("deSolve")
lsoda(y=initials, times=t, parms=params, func=seasonal_SI)


I would like for it to run and return a graph.







r






share|improve this question















share|improve this question













share|improve this question




share|improve this question








edited Mar 28 at 7:53









jay.sf

10.8k3 gold badges21 silver badges46 bronze badges




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asked Mar 28 at 4:25









Amos EpelmanAmos Epelman

61 bronze badge




61 bronze badge















  • Running yout code I got. Error in ifelse(julian_date >= treat_date & julian_date < (treat_date + : object 'treat_date' not found

    – LocoGris
    Mar 28 at 5:10











  • You should put your parameters into a list rather than into a vector. Try params <- list(b=.5, c=.01, <...>). There are further issues, though, but this could be a start.

    – jay.sf
    Mar 28 at 7:55

















  • Running yout code I got. Error in ifelse(julian_date >= treat_date & julian_date < (treat_date + : object 'treat_date' not found

    – LocoGris
    Mar 28 at 5:10











  • You should put your parameters into a list rather than into a vector. Try params <- list(b=.5, c=.01, <...>). There are further issues, though, but this could be a start.

    – jay.sf
    Mar 28 at 7:55
















Running yout code I got. Error in ifelse(julian_date >= treat_date & julian_date < (treat_date + : object 'treat_date' not found

– LocoGris
Mar 28 at 5:10





Running yout code I got. Error in ifelse(julian_date >= treat_date & julian_date < (treat_date + : object 'treat_date' not found

– LocoGris
Mar 28 at 5:10













You should put your parameters into a list rather than into a vector. Try params <- list(b=.5, c=.01, <...>). There are further issues, though, but this could be a start.

– jay.sf
Mar 28 at 7:55





You should put your parameters into a list rather than into a vector. Try params <- list(b=.5, c=.01, <...>). There are further issues, though, but this could be a start.

– jay.sf
Mar 28 at 7:55












1 Answer
1






active

oldest

votes


















0
















I agree with the former comment, that you may consider to use a parameter list. However, you may also consider to use a forcing function or the event mechanism.



You find help pages in deSolve:



?forcings
?events



and a short tutorial here: https://tpetzoldt.github.io/deSolve-forcing/deSolve-forcing.html






share|improve this answer
























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    1 Answer
    1






    active

    oldest

    votes









    active

    oldest

    votes






    active

    oldest

    votes









    0
















    I agree with the former comment, that you may consider to use a parameter list. However, you may also consider to use a forcing function or the event mechanism.



    You find help pages in deSolve:



    ?forcings
    ?events



    and a short tutorial here: https://tpetzoldt.github.io/deSolve-forcing/deSolve-forcing.html






    share|improve this answer





























      0
















      I agree with the former comment, that you may consider to use a parameter list. However, you may also consider to use a forcing function or the event mechanism.



      You find help pages in deSolve:



      ?forcings
      ?events



      and a short tutorial here: https://tpetzoldt.github.io/deSolve-forcing/deSolve-forcing.html






      share|improve this answer



























        0














        0










        0









        I agree with the former comment, that you may consider to use a parameter list. However, you may also consider to use a forcing function or the event mechanism.



        You find help pages in deSolve:



        ?forcings
        ?events



        and a short tutorial here: https://tpetzoldt.github.io/deSolve-forcing/deSolve-forcing.html






        share|improve this answer













        I agree with the former comment, that you may consider to use a parameter list. However, you may also consider to use a forcing function or the event mechanism.



        You find help pages in deSolve:



        ?forcings
        ?events



        and a short tutorial here: https://tpetzoldt.github.io/deSolve-forcing/deSolve-forcing.html







        share|improve this answer












        share|improve this answer



        share|improve this answer










        answered Apr 2 at 14:56









        tpetzoldttpetzoldt

        1014 bronze badges




        1014 bronze badges





















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