Hello - I'm trying to double check a hyperbolic pde I solved but I don't know how to input the following boundary conditions in order to run pdsolve.

u(x,0)=f(x)

du/dx(x,0)=g(x)

What is the maple syntax to write these as boundary conditions?

Thanks.

 

Hi - Does anybody know of a command that can convert all trigonometric functions in an expression into sinc functions (not hyperbolic). Something like convert,sincos but for sinc function. Thanks.

Hi - I want to graph an ode and the following are my commands: > restart; > with(plots); > with(DEtools); > plot1 := DEplot((diff(y(t), t, t))+6*(diff(y(t), t)) = 80*exp(2*t), {y(t)}, t = -1 .. 1, y = -1 .. 1, [[y(0) = 4], [(D(y))(0) = 3]], linecolor = ([BLUE, GREEN, BLACK]), arrows = MEDIUM); The error I get is : Error, (in DEtools/DEplot/CheckInitial) Too few initial conditions: [y(0) = 4] Can anybody tell me what I'm doing wrong? Thanks.

Hi - Its me again. Let me try to explain my question with the following: y := proc (t) options operator, arrow; a*exp(2*t)+b*t*exp(2*t)+c*t^2*exp(2*t) end proc solve({3*c = -9, 3*b+12*c = 8, 3*a+6*b+2*c = 4}, {a, b, c}) It would be really cool if there was some way I could take the output from solve (values for constant a, b and c) and automatically assign these values in expression y. I can manually take these and type out y all over again but I think there's got to be a way that Maple recognizes that, alright, here's a, b and c and I'll just assign their values to a, b and c in expression y.

Hi - I'm trying to collect cos(8t) and sin(8t) in the following equation: (-64*a*cos(8*t)-64*b*sin(8*t))*exp(6*t)+65*(a*cos(8*t)+b*sin(8*t))*exp(6*t)+81*c*exp(2*t) but the following command just spits out the same exact thing: collect(lside, [cos(8*x), sin(8*x)]) Any suggestions would be appreciated. Thanks.