Question: Why is Maple not calculating the derivative of matrix V (stuck on “Evaluating”)?

I defined a 2×2 matrix V with entries involving operator-valued fields u(x,t), ω(x,t), and scalar function β(t). On macOS with Maple 2024.0, when I try to compute the derivative with respect to x using 

Vx := (diff, V, x);

Maple does not return a result. It just shows “Evaluating”

restart

kernelopts(version)

`Maple 2024.0, APPLE UNIVERSAL OSX, Mar 01 2024, Build ID 1794891`

(1)

with(LinearAlgebra)

with(Physics)

with(PDEtools); undeclare(prime)

`There is no more prime differentiation variable; all derivatives will be displayed as indexed functions`

(2)

interface(showassumed = 0)

Setup(mathematicalnotation = true)

[mathematicalnotation = true]

(3)

quantumOperators := {omega, u}

{omega, u}

(4)

Setup(quantumoperators = quantumOperators)

[quantumoperators = {omega, u}]

(5)

assume(x::real); assume(t::real)

declare(u(x, t), omega(x, t), B(x, t), alpha(t), beta(t), v1(x, t))

u(x, t)*`will now be displayed as`*u

 

omega(x, t)*`will now be displayed as`*omega

 

B(x, t)*`will now be displayed as`*B

 

alpha(t)*`will now be displayed as`*alpha

 

beta(t)*`will now be displayed as`*beta

 

v1(x, t)*`will now be displayed as`*v1

(6)

V := -(1/2)*Matrix([[beta(t)*(diff(omega(x, t), t)), -(diff(u(x, t), t))], [-(diff(u(x, t), t)), -beta(t)*(diff(omega(x, t), t))]])/lambda

Matrix(%id = 36893488152030778900)

(7)

Vx := diff(V, x)

Download derivativve.mw

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