restart;
with(plots):
with(plottools):
addcoords(z_cylindrical_elliptical,[z,r,phi],[r*cos(phi),1/sqrt(3)*r*sin(phi),z]);
a:=implicitplot3d(x^2=y,x=0..2,y=0..1,z=0..4, axes=normal, color=red):
b:=implicitplot3d(x=y^2,x=0..2,y=0..1,z=0..4, axes=normal, color=red):
c:=plot3d(r^2,r=0..2,phi=0..Pi/2,coords=z_cylindrical_elliptical,
title=`elliptisches Paraboloid`,axes=normal,labels=["x","y","z"], scaling=constrained, color=blue,style=wireframe):
d:=plot3d(0,x=0..2,y=0..2, axes=normal, style=wireframe, color=green):
display({a,b,c,d});
How can I get maple to plot a function
that fullfills the following restrictions.
if z
I guess I found my mistake. Shouldn't be using expressions and functions in one plot3d command. Is there another solution to this than that:
Output_Curve_Ua_Ue_Ue_const:=Ua_input*Ia_input/(Ia_IaLGmax*(Ue_input/(8*L_input)*T_input)*Ue_input);
> Output_Curve_Ua_Ue_Ue_const_func:=(Ia_IaLGmax_f,Ua_Ue_f)->Ua_input*Ia_input/(Ia_IaLGmax_f*(Ue_input/(8*L_input)*T_input)*Ue_input);
> Ia_IaLGmax_func:=(Ia_IaLGmax_f,Ua_Ue_f)->Ia_IaLGmax_f;
> Output_Curve_Ua_Ue_Ue_const_func_z_value:=(Ia_IaLGmax_f,Ua_Ue_f)->iL_RMS_func_Ue_const(Ia_IaLGmax_f,Output_Curve_Ua_Ue_Ue_const_func(Ia_IaLGmax_f,Ua_Ue_f));
>
> Output_Curve_3dplot_Ue_const_IS_peak:=plot3d([Ia_IaLGmax_func,Output_Curve_Ua_Ue_Ue_const_func,Output_Curve_Ua_Ue_Ue_const_func_z_value],0..2,0..1,axes=normal, color=blue, style=HIDDEN);
?
