Function Evaluation in Table [closed]

Apologies in advance: this is a really basic question, and I am sure it has been answered, but I don't know enough mathematica to even find the answer.

I have a differential equation I want to solve. Specifically I want to know the solution at some long time T (say T=50). The differential equation involves some parameters, and I want to define a function to be the solution of the differential equation as a function of these parameters.

What I did was

Solu[w1_, w2_, w3_, alph_, T_] :=
Flatten[Evaluate[{u[T], v[T], w[T], x[T], y[T], z[T]} /.
NDSolve[{u'[t] ==
w1 + x[t] Sin[v[t] - u[t]] + y[t] Sin[w[t] - u[t]],
v'[t] == w2 + x[t] Sin[u[t] - v[t]] + z[t] Sin[w[t] - v[t]],
w'[t] == w3 + y[t] Sin[u[t] - w[t]] + z[t] Sin[v[t] - w[t]],
x'[t] == -alph x[t] + Cos[u[t] - v[t]],
y'[t] == -alph y[t] + Cos[u[t] - w[t]],
z'[t] == -alph z[t] + Cos[v[t] - w[t]], u == 0, v == 0,
w == .0, x == 1, y == 1, z == 1}, {u, v, w, x, y,
z}, {t, 0, T}]]]

Which is fine if I want to find the value at a specified point:

In:= Solu[-1.0, -1, 2, .3, 20]

Out = {-0.107791, -0.107791, 0.215582, 3.32755, 3.14742, 3.14742}

But Mathematica gags if I try to make a table of values, or graph the solutions.

In:= Table[Solu[-x,-1,1+x,.3,50],{x,0,2}]

NDSolve::ndode: Input is not an ordinary differential equation. >>

I understand that this is related to the way mathematica first builds the table and then evaluates, but I don't understand how to fix it.

closed as off-topic by Bob Hanlon, MarcoB, RunnyKine, user9660, LLlAMnYPApr 12 '16 at 9:30

This question appears to be off-topic. The users who voted to close gave this specific reason:

• "This question arises due to a simple mistake such as a trivial syntax error, incorrect capitalization, spelling mistake, or other typographical error and is unlikely to help any future visitors, or else it is easily found in the documentation." – Bob Hanlon, MarcoB, RunnyKine, Community, LLlAMnYP
If this question can be reworded to fit the rules in the help center, please edit the question.

• Functions which use numeric techniques should have their arguments restricted to numeric values. Solu[w1_?NumericQ, w2_?NumericQ, w3_?NumericQ, alph_?NumericQ, T_?NumericQ] := ... – Bob Hanlon Apr 11 '16 at 19:00
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