Exporting a code from Maple to Matlab
I use Matlab for numerical calculations.
But I use Maple for symbolic calculations and after the calculations I usually get piecewise functions in my maple codes.
I think the 3d plots in Matlab is very attractive more than Maple plots. So, I want to export piecewise functions in maple to a Matlab code in order to utilize advantages of plots of Matlab.
MAPLE CODE
restart:
u:=1/(1. + exp(x))^2 + 1/(1. + exp(-5.*t))^2 – 0.2500000000 + x*(1/(1. + exp(1 – 5*t))^2 – 1./((1. + exp(-5*t))^2) + 0.1776705118 + 0.0415431679756514*piecewise(0. <= t and t <= 0.5000000000, 1.732050808, 0.) + 0.00922094377856479*piecewise(0. <= t and t <= 0.5000000000, 30.98386677*t – 7.745966692, 0.) + 0.0603742508215732*piecewise(0.5000000000 <= t and t <= 1., 1.732050808, 0.) – 0.00399645630498528*piecewise(0.5000000000 <= t and t <= 1., 30.98386677*t – 23.23790008, 0.)) + (-0.00243051684581302*piecewise(0. <= x and x <= 0.5000000000, 1.732050808, 0.) – 0.000809061198761621*piecewise(0. <= x and x <= 0.5000000000, 30.98386677*x – 7.745966692, 0.) – 0.0152377552205917*piecewise(0.5000000000 <= x and x <= 1., 1.732050808, 0.) – 0.00195593427342862*piecewise(0.5000000000 <= x and x <= 1., 30.98386677*x – 23.23790008, 0.))*piecewise(0. <= t and t <= 0.5000000000, 1.732050808, 0.) + (-0.000433590063316381*piecewise(0. <= x and x <= 0.5000000000, 1.732050808, 0.) – 0.000146112803263678*piecewise(0. <= x and x <= 0.5000000000, 30.98386677*x – 7.745966692, 0.) – 0.00319022339097685*piecewise(0.5000000000 <= x and x <= 1., 1.732050808, 0.) – 0.000477063086307787*piecewise(0.5000000000 <= x and x <= 1., 30.98386677*x – 23.23790008, 0.))*piecewise(0. <= t and t <= 0.5000000000, 30.98386677*t – 7.745966692, 0.) + (-0.00276114805649180*piecewise(0. <= x and x <= 0.5000000000, 1.732050808, 0.) – 0.000933166016624500*piecewise(0. <= x and x <= 0.5000000000, 30.98386677*x – 7.745966692, 0.) – 0.0207984584912892*piecewise(0.5000000000 <= x and x <= 1., 1.732050808, 0.) – 0.00314360556336114*piecewise(0.5000000000 <= x and x <= 1., 30.98386677*x – 23.23790008, 0.))*piecewise(0.5000000000 <= t and t <= 1., 1.732050808, 0.) + (0.000172746997599710*piecewise(0. <= x and x <= 0.5000000000, 1.732050808, 0.) + 0.0000586775450031145*piecewise(0. <= x and x <= 0.5000000000, 30.98386677*x – 7.745966692, 0.) + 0.00136190009033518*piecewise(0.5000000000 <= x and x <= 1., 1.732050808, 0.) + 0.000211410172315387*piecewise(0.5000000000 <= x and x <= 1., 30.98386677*x – 23.23790008, 0.))*piecewise(0.5000000000 <= t and t <= 1., 30.98386677*t – 23.23790008, 0.):
>
plot3d( u,
x=0..1,
t=0..1,
style=surface,
axes=boxed,
colorscheme=[yellow, red]
);
We can transform a maple code to Matlab code by using
with(CodeGeneration):
Matlab(u,resultname="w");
. But The code can’ t properly transform to Matlab code.
Could you help me plsI use Matlab for numerical calculations.
But I use Maple for symbolic calculations and after the calculations I usually get piecewise functions in my maple codes.
I think the 3d plots in Matlab is very attractive more than Maple plots. So, I want to export piecewise functions in maple to a Matlab code in order to utilize advantages of plots of Matlab.
MAPLE CODE
restart:
u:=1/(1. + exp(x))^2 + 1/(1. + exp(-5.*t))^2 – 0.2500000000 + x*(1/(1. + exp(1 – 5*t))^2 – 1./((1. + exp(-5*t))^2) + 0.1776705118 + 0.0415431679756514*piecewise(0. <= t and t <= 0.5000000000, 1.732050808, 0.) + 0.00922094377856479*piecewise(0. <= t and t <= 0.5000000000, 30.98386677*t – 7.745966692, 0.) + 0.0603742508215732*piecewise(0.5000000000 <= t and t <= 1., 1.732050808, 0.) – 0.00399645630498528*piecewise(0.5000000000 <= t and t <= 1., 30.98386677*t – 23.23790008, 0.)) + (-0.00243051684581302*piecewise(0. <= x and x <= 0.5000000000, 1.732050808, 0.) – 0.000809061198761621*piecewise(0. <= x and x <= 0.5000000000, 30.98386677*x – 7.745966692, 0.) – 0.0152377552205917*piecewise(0.5000000000 <= x and x <= 1., 1.732050808, 0.) – 0.00195593427342862*piecewise(0.5000000000 <= x and x <= 1., 30.98386677*x – 23.23790008, 0.))*piecewise(0. <= t and t <= 0.5000000000, 1.732050808, 0.) + (-0.000433590063316381*piecewise(0. <= x and x <= 0.5000000000, 1.732050808, 0.) – 0.000146112803263678*piecewise(0. <= x and x <= 0.5000000000, 30.98386677*x – 7.745966692, 0.) – 0.00319022339097685*piecewise(0.5000000000 <= x and x <= 1., 1.732050808, 0.) – 0.000477063086307787*piecewise(0.5000000000 <= x and x <= 1., 30.98386677*x – 23.23790008, 0.))*piecewise(0. <= t and t <= 0.5000000000, 30.98386677*t – 7.745966692, 0.) + (-0.00276114805649180*piecewise(0. <= x and x <= 0.5000000000, 1.732050808, 0.) – 0.000933166016624500*piecewise(0. <= x and x <= 0.5000000000, 30.98386677*x – 7.745966692, 0.) – 0.0207984584912892*piecewise(0.5000000000 <= x and x <= 1., 1.732050808, 0.) – 0.00314360556336114*piecewise(0.5000000000 <= x and x <= 1., 30.98386677*x – 23.23790008, 0.))*piecewise(0.5000000000 <= t and t <= 1., 1.732050808, 0.) + (0.000172746997599710*piecewise(0. <= x and x <= 0.5000000000, 1.732050808, 0.) + 0.0000586775450031145*piecewise(0. <= x and x <= 0.5000000000, 30.98386677*x – 7.745966692, 0.) + 0.00136190009033518*piecewise(0.5000000000 <= x and x <= 1., 1.732050808, 0.) + 0.000211410172315387*piecewise(0.5000000000 <= x and x <= 1., 30.98386677*x – 23.23790008, 0.))*piecewise(0.5000000000 <= t and t <= 1., 30.98386677*t – 23.23790008, 0.):
>
plot3d( u,
x=0..1,
t=0..1,
style=surface,
axes=boxed,
colorscheme=[yellow, red]
);
We can transform a maple code to Matlab code by using
with(CodeGeneration):
Matlab(u,resultname="w");
. But The code can’ t properly transform to Matlab code.
Could you help me pls I use Matlab for numerical calculations.
But I use Maple for symbolic calculations and after the calculations I usually get piecewise functions in my maple codes.
I think the 3d plots in Matlab is very attractive more than Maple plots. So, I want to export piecewise functions in maple to a Matlab code in order to utilize advantages of plots of Matlab.
MAPLE CODE
restart:
u:=1/(1. + exp(x))^2 + 1/(1. + exp(-5.*t))^2 – 0.2500000000 + x*(1/(1. + exp(1 – 5*t))^2 – 1./((1. + exp(-5*t))^2) + 0.1776705118 + 0.0415431679756514*piecewise(0. <= t and t <= 0.5000000000, 1.732050808, 0.) + 0.00922094377856479*piecewise(0. <= t and t <= 0.5000000000, 30.98386677*t – 7.745966692, 0.) + 0.0603742508215732*piecewise(0.5000000000 <= t and t <= 1., 1.732050808, 0.) – 0.00399645630498528*piecewise(0.5000000000 <= t and t <= 1., 30.98386677*t – 23.23790008, 0.)) + (-0.00243051684581302*piecewise(0. <= x and x <= 0.5000000000, 1.732050808, 0.) – 0.000809061198761621*piecewise(0. <= x and x <= 0.5000000000, 30.98386677*x – 7.745966692, 0.) – 0.0152377552205917*piecewise(0.5000000000 <= x and x <= 1., 1.732050808, 0.) – 0.00195593427342862*piecewise(0.5000000000 <= x and x <= 1., 30.98386677*x – 23.23790008, 0.))*piecewise(0. <= t and t <= 0.5000000000, 1.732050808, 0.) + (-0.000433590063316381*piecewise(0. <= x and x <= 0.5000000000, 1.732050808, 0.) – 0.000146112803263678*piecewise(0. <= x and x <= 0.5000000000, 30.98386677*x – 7.745966692, 0.) – 0.00319022339097685*piecewise(0.5000000000 <= x and x <= 1., 1.732050808, 0.) – 0.000477063086307787*piecewise(0.5000000000 <= x and x <= 1., 30.98386677*x – 23.23790008, 0.))*piecewise(0. <= t and t <= 0.5000000000, 30.98386677*t – 7.745966692, 0.) + (-0.00276114805649180*piecewise(0. <= x and x <= 0.5000000000, 1.732050808, 0.) – 0.000933166016624500*piecewise(0. <= x and x <= 0.5000000000, 30.98386677*x – 7.745966692, 0.) – 0.0207984584912892*piecewise(0.5000000000 <= x and x <= 1., 1.732050808, 0.) – 0.00314360556336114*piecewise(0.5000000000 <= x and x <= 1., 30.98386677*x – 23.23790008, 0.))*piecewise(0.5000000000 <= t and t <= 1., 1.732050808, 0.) + (0.000172746997599710*piecewise(0. <= x and x <= 0.5000000000, 1.732050808, 0.) + 0.0000586775450031145*piecewise(0. <= x and x <= 0.5000000000, 30.98386677*x – 7.745966692, 0.) + 0.00136190009033518*piecewise(0.5000000000 <= x and x <= 1., 1.732050808, 0.) + 0.000211410172315387*piecewise(0.5000000000 <= x and x <= 1., 30.98386677*x – 23.23790008, 0.))*piecewise(0.5000000000 <= t and t <= 1., 30.98386677*t – 23.23790008, 0.):
>
plot3d( u,
x=0..1,
t=0..1,
style=surface,
axes=boxed,
colorscheme=[yellow, red]
);
We can transform a maple code to Matlab code by using
with(CodeGeneration):
Matlab(u,resultname="w");
. But The code can’ t properly transform to Matlab code.
Could you help me pls maple, matlab MATLAB Answers — New Questions