C_R

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NULL

Evaluation with `ϕ__0`subscripted

-t(0)+t(`ϕ`(t)) = Int(1/sqrt(2*C*cos(`ϕ`)-2*C*cos(`ϕ__0`)), `ϕ` = 0 .. `ϕ`(t), continuous)

-t(0)+t(varphi(t)) = Int(1/(2*C*cos(varphi)-2*C*cos(varphi__0))^(1/2), varphi = 0 .. varphi(t), continuous)

(1)

t(0) = 0, `ϕ`(t) = `ϕ__0`, t(`ϕ__0`) = (1/4)*T

t(0) = 0, varphi(t) = varphi__0, t(varphi__0) = (1/4)*T

(2)

subs(t(0) = 0, varphi(t) = varphi__0, t(varphi__0) = (1/4)*T, -t(0)+t(varphi(t)) = Int(1/(2*C*cos(varphi)-2*C*cos(varphi__0))^(1/2), varphi = 0 .. varphi(t), continuous))

(1/4)*T = Int(1/(2*C*cos(varphi)-2*C*cos(varphi__0))^(1/2), varphi = 0 .. varphi__0, continuous)

(3)

isolate(`assuming`([simplify(value((1/4)*T = Int(1/(2*C*cos(varphi)-2*C*cos(varphi__0))^(1/2), varphi = 0 .. varphi__0, continuous)))], [C > 0, 0 < `&varphi;__0` and `&varphi;__0` < Pi]), T)

T = 4*InverseJacobiAM((1/2)*varphi__0, csc((1/2)*varphi__0))*csc((1/2)*varphi__0)/C^(1/2)

(4)

NULL

NULL

Replacing now in the above varphi__0 by varphi[0]

NULL

Evaluation with `&varphi;`[0] indexed

-t(0)+t(`&varphi;`(t)) = Int(1/sqrt(2*C*cos(`&varphi;`)-2*C*cos(`&varphi;`[0])), `&varphi;` = 0 .. `&varphi;`(t), continuous)

-t(0)+t(varphi(t)) = Int(1/(2*C*cos(varphi)-2*C*cos(varphi[0]))^(1/2), varphi = 0 .. varphi(t), continuous)

(5)

t(0) = 0, `&varphi;`(t) = `&varphi;`[0], t(`&varphi;`[0]) = (1/4)*T

t(0) = 0, varphi(t) = varphi[0], t(varphi[0]) = (1/4)*T

(6)

subs(t(0) = 0, varphi(t) = varphi[0], t(varphi[0]) = (1/4)*T, -t(0)+t(varphi(t)) = Int(1/(2*C*cos(varphi)-2*C*cos(varphi[0]))^(1/2), varphi = 0 .. varphi(t), continuous))

(1/4)*T = Int(1/(2*C*cos(varphi)-2*C*cos(varphi[0]))^(1/2), varphi = 0 .. varphi[0], continuous)

(7)

isolate(`assuming`([simplify(value((1/4)*T = Int(1/(2*C*cos(varphi)-2*C*cos(varphi[0]))^(1/2), varphi = 0 .. varphi[0], continuous)))], [C > 0, 0 < `&varphi;`[0] and `&varphi;`[0] < Pi]), T)

T = 4*2^(1/2)*(-(limit(((-cos(varphi)+cos(varphi[0]))/(-1+cos(varphi[0])))^(1/2)*InverseJacobiAM((1/2)*varphi, csgn(sin((1/2)*varphi[0]))*csc((1/2)*varphi[0]))/(cos(varphi)-cos(varphi[0]))^(1/2), varphi = 0, right))*(cos(varphi[0])-cos(varphi[0][0]))^(1/2)+((-cos(varphi[0])+cos(varphi[0][0]))/(-1+cos(varphi[0][0])))^(1/2)*InverseJacobiAM((1/2)*varphi[0], csgn(sin((1/2)*varphi[0][0]))*csc((1/2)*varphi[0][0])))/(C^(1/2)*(cos(varphi[0])-cos(varphi[0][0]))^(1/2))

(8)

NULL


The double indices in the above limit do not make sense.

In case this is a bug: Is there any workaround for indexed names? I want to use them to have numbers in indices in roman which seems to be not possible with subscripts. 


 

Download Evaluation_of_elliptic_integrals.mw

To organize windows, Windows 11 provides a new function "Snap Layout". The example screen shot below shows options to place the Maple 2025 Screen Reader window.  

Ein Bild, das Screenshot, Reihe, Software, Multimedia-Software enthält.

KI-generierte Inhalte können fehlerhaft sein.

Draging now Maple 2025.1 Screen Reader to the left window of the third option results in the following selection screen

Ein Bild, das Text, Screenshot, Software, Computersymbol enthält.

KI-generierte Inhalte können fehlerhaft sein.

where on the right a list of tasks to chose from is presented. In this list Maple 2025.1 is missing. However Maple 2025.1 was running as can be seen from the task bar.

Has anybody managed to position Maple 2025.1 windows with the Snap Layout (or alternatively with Win+Arrow keys) or at least reproduce what I see on my computer?

Why can a Maple 2025.1 window be adjusted by hand but Windows does not do this in Snap Layout?

(Dragging and adjusting a Maple window by hand is not an option. This is how we had to work before Windows 7.)

I tried to change my email adress but after submitting changes I still get my old email listed.

Additionally to only changing the email I also changed my password.

Nothing worked. What could I have done wrong?

I created a temporary account because I could not log in after the recent shutdown of MaplePrimes.

The login issue is resolved and I do not need the temporary account any longer.

How can I delete the temporary account. Edit: deletion is not the primary objective. Making the account inactive would do as well.

I am probably overlooking this option

I came across this

Can these library components be used to perform FFT on signals in MapleSim?

Any guidance on FFT and MapleSim appart from exporting to Maple would be very much appreciated.

(Easy) frequency analysis is among the top features I am missing in MapleSim.

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