torabi

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9 years, 283 days

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These are questions asked by torabi

hi .why matrix a dont create?

bot.mw

psi := (1/4)*(1-Zeta)^2*(2+Zeta), (1/4)*(1-Zeta)^2*(Zeta+1), (1/4)*(Zeta+1)^2*(2+Zeta), (1/4)*(Zeta+1)^2*(Zeta-1)

(1/4)*(1-Zeta)^2*(2+Zeta), (1/4)*(1-Zeta)^2*(Zeta+1), (1/4)*(Zeta+1)^2*(2+Zeta), (1/4)*(Zeta+1)^2*(Zeta-1)

(1)

psi[1]

(1/4)*(1-Zeta)^2*(2+Zeta)

(2)

for i to 4 do for j to 4 do a[i, g] = 2*psi[i]*psi[j] end do end do

a

a

(3)

`a__1,1`

`a__1,1`

(4)

NULL

 

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hi

how pdsolve 2D couple  non linear differential equations which attached below?

thanks

2D.mw

PD1 := 12.6000000000000*(diff(U(x, theta), x, x, x, x))-7500*(diff(U(x, theta), x, x))+10.2112755389544*(diff(U(x, theta), x, x, theta, theta))+7.22165554279476*(diff(V(x, theta), x, x, x, theta))-3730.19397871630*(diff(V(x, theta), x, theta))+4.57316679658261*(diff(V(x, theta), x, theta, theta, theta))+36.0000000000000*(diff(W(x, theta), x, x, x))-9375.00*(diff(W(x, theta), x))-15.6731205946742*(diff(W(x, theta), x, theta, theta))-1947.26649812618*(diff(U(x, theta), theta, theta))+1.41357763467822*(diff(U(x, theta), theta, theta, theta, theta)):

PD2 := 3.52500000000000*(diff(V(x, theta), x, x, x, x))-3150.00*(diff(V(x, theta), x, x))+5.05278814097746*(diff(V(x, theta), theta, theta, theta, theta))-4972.65371594662*(diff(V(x, theta), theta, theta))+10.2112755389544*(diff(V(x, theta), x, x, theta, theta))+7.22165554279476*(diff(U(x, theta), x, x, x, theta))+4.57316679658261*(diff(U(x, theta), x, theta, theta, theta))-2536.53190552708*(diff(U(x, theta), x, theta))+97.2834589649212*(diff(W(x, theta), x, x, theta))+30.9917088694028*(diff(W(x, theta), theta, theta, theta))-31273.9463175575*(diff(W(x, theta), theta)):

PD3 := -0.168000000000000e-2*(diff(W(x, theta), x, x, x, x, x, x))+16.9000000000000*(diff(W(x, theta), x, x, x, x))-0.319161728473364e-2*(diff(W(x, theta), x, x, x, x, theta, theta))-37.5000000000000*(diff(W(x, theta), x, x))+796.276013656496*(diff(W(x, theta), x, x, theta, theta))-0.202111525639098e-2*(diff(W(x, theta), x, x, theta, theta, theta, theta))-36.0000000000000*(diff(U(x, theta), x, x, x))+9375.00*(diff(U(x, theta), x))+15.6731205946742*(diff(U(x, theta), x, theta, theta))-97.2834589649212*(diff(V(x, theta), x, x, theta))+31273.9463175575*(diff(V(x, theta), theta))-30.9917088694028*(diff(V(x, theta), theta, theta, theta))+2.06625000000000*10^5*W(x, theta)+313.462411893484*(diff(W(x, theta), theta, theta))+6.77715234781900*(diff(W(x, theta), theta, theta, theta, theta))-0.426628729281504e-3*(diff(W(x, theta), theta, theta, theta, theta, theta, theta))-400/((1-h3*f3(x))*ln(10-10*h3*f3(x))^2)-500/(1-h3*f3(x))^4:

BC := {D[1](U)*(0, theta) = 0, D[1](U)*(1, theta) = 0, D[1](U)*(x, 0) = 0, D[1](U)*(x, 1) = 0, D[1](V)*(0, theta) = 0, D[1](V)*(1, theta) = 0, D[1](V)*(x, 0) = 0, D[1](V)*(x, 1) = 0, D[1](W)*(0, theta) = 0, D[1](W)*(1, theta) = 0, D[1](W)*(x, 0) = 0, D[1](W)*(x, 1) = 0, D[2](W)*(0, theta) = 0, D[2](W)*(1, theta) = 0, D[2](W)*(x, 0) = 0, D[2](W)*(x, 1) = 0, U(0, theta) = 0, U(1, theta) = 0, U(x, 0) = 0, U(x, 1) = 0, V(0, theta) = 0, V(1, theta) = 0, V(x, 0) = 0, V(x, 1) = 0, W(0, theta) = 0, W(1, theta) = 0, W(x, 0) = 0, W(x, 1) = 0}

``

 

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hi.please help me for solve algebric equations below?

solve or fsolve dos not any answer?

i think use Newton  Raphson, because solve or fsolve not work.

thankscomparision.mw

restart; mu1 := .1; mu2 := .1; sigma1 := -40; F := 25; upsilon1 := (1/2)*sigma2; upsilon2 := (3/2)*sigma2-sigma1; sigma2 := 100

100

(1)

gamma11 := 2.686901; -1; gamma12 := 7.175339; -1; gamma21 := 2.436735; -1; gamma22 := 12.94855; -1; gamma22 := 12.94855; -1; delta1 := .928207; -1; delta2 := .105073; -1; s11 := .629894; -1; s12 := .217601; -1; s21 := 0.73897e-1; -1; s22 := .805815

.805815

(2)

 

 

 

 
Q1 := -mu1*p1-upsilon1*q1+gamma11*q1*(p1^2+q1^2)+gamma12*q1*(p2^2+q2^2)-delta1*(2*p1*q1*p2-q2*(p1^2-q1^2))-s11*F*q1+s12*F*q2 = 0

-.1*p1-65.747350*q1+2.686901*q1*(p1^2+q1^2)+7.175339*q1*(p2^2+q2^2)-1.856414*p1*q1*p2+.928207*q2*(p1^2-q1^2)+5.440025*q2 = 0

(3)

Q2 := -mu1*q1+upsilon1*p1-gamma11*p1*(p1^2+q1^2)-gamma12*p1*(p2^2+q2^2)-delta1*(2*p1*q1*q2+p2*(p1^2-q1^2))-s11*F*p1-s12*F*p2 = 0

-.1*q1+34.252650*p1-2.686901*p1*(p1^2+q1^2)-7.175339*p1*(p2^2+q2^2)-1.856414*p1*q1*q2-.928207*p2*(p1^2-q1^2)-5.440025*p2 = 0

(4)

Q3 := -mu2*p2-upsilon2*q2+gamma21*q2*(p1^2+q1^2)+gamma22*q2*(p2^2+q2^2)+delta2*(3*p1^2*q1-q1^3)+s21*F*q1 = 0

-.1*p2-190*q2+2.436735*q2*(p1^2+q1^2)+12.94855*q2*(p2^2+q2^2)+.315219*p1^2*q1-.105073*q1^3+1.847425*q1 = 0

(5)

Q4 := -mu2*q2+upsilon2*p2-gamma21*p2*(p1^2+q1^2)-gamma22*p2*(p2^2+q2^2)+delta2*(-p1^3+3*p1*q1^2)-s21*F*p1 = 0

-.1*q2+190*p2-2.436735*p2*(p1^2+q1^2)-12.94855*p2*(p2^2+q2^2)-.105073*p1^3+.315219*q1^2*p1-1.847425*p1 = 0

(6)

 

-.1*q2+((3/2)*sigma2-40)*p2-2.436735*p2*(p1^2+q1^2)-12.94855*p2*(p2^2+q2^2)-.105073*p1^3+.315219*q1^2*p1-1.847425*p1

(7)

NULL

fsolve({Q1, Q2, Q3, Q4}, {p1, p2, q1, q2})

fsolve({-.1*p1-65.747350*q1+2.686901*q1*(p1^2+q1^2)+7.175339*q1*(p2^2+q2^2)-1.856414*p1*q1*p2+.928207*q2*(p1^2-q1^2)+5.440025*q2 = 0, -.1*p2-190*q2+2.436735*q2*(p1^2+q1^2)+12.94855*q2*(p2^2+q2^2)+.315219*p1^2*q1-.105073*q1^3+1.847425*q1 = 0, -.1*q1+34.252650*p1-2.686901*p1*(p1^2+q1^2)-7.175339*p1*(p2^2+q2^2)-1.856414*p1*q1*q2-.928207*p2*(p1^2-q1^2)-5.440025*p2 = 0, -.1*q2+190*p2-2.436735*p2*(p1^2+q1^2)-12.94855*p2*(p2^2+q2^2)-.105073*p1^3+.315219*q1^2*p1-1.847425*p1 = 0}, {p1, p2, q1, q2})

(8)

solve(Q1, Q2, Q3, Q4)

Error, invalid input: too many and/or wrong type of arguments passed to solve; first unused argument is -.1*q1+34.252650*p1-2.686901*p1*(p1^2+q1^2)-7.175339*p1*(p2^2+q2^2)-1.856414*p1*q1*q2-.928207*p2*(p1^2-q1^2)-5.440025*p2 = 0

 

Sol := [fsolve(ZZ, omega)]



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hi.how i can allocate infinite value for a parameter such as N ,which is attached below ( N := infinite) .i encounter with error.please see it and help

thanks..

 

restart; Digits := 55; a := 0; m := 1; n := 1; x[0] := 0; a := 0; h1 := proc (theta) options operator, arrow; cos(n*theta) end proc; h3 := proc (theta) options operator, arrow; cos(n*theta) end proc; h2 := proc (theta) options operator, arrow; sin(n*theta) end proc; N := infinite; `#mover(mi("z"),mo("ˆ"))` := z+z__c; z__c := (1/2)*h; `λ__c` := E__c*`υ__c`/(-`υ__c`^2+1); `μ__c` := E__c/(2*(1+`υ__c`)); `η__c` := E__c/(-`υ__c`^2+1); `λ__m` := E__m*`υ__m`/(-`υ__m`^2+1); `μ__m` := E__m/(2*(1+`υ__m`)); `η__m` := E__m/(-`υ__m`^2+1); E__m := 42.9*10^9; `υ__m` := .325; `ρ__m` := 6020; E__c := 170*10^9; `υ__c` := .25; `ρ__c` := 4640; h := 10^(-9); R := 10*h; L := 20*R; `ℓ` := 0; f := 0; `ε__r` := 0; `ε` := 8.8541878176*10^(-12)*`ε__r`; f__z := 0; `f__θ` := 0; f__x := 0; lambda := proc (`#mover(mi("z"),mo("ˆ"))`) options operator, arrow; (`λ__m`-`λ__c`)*(`#mover(mi("z"),mo("ˆ"))`/h)^N+`λ__c` end proc; mu := proc (`#mover(mi("z"),mo("ˆ"))`) options operator, arrow; (`μ__m`-`μ__c`)*(`#mover(mi("z"),mo("ˆ"))`/h)^N+`μ__c` end proc; rho := proc (`#mover(mi("z"),mo("ˆ"))`) options operator, arrow; (`ρ__m`-`ρ__c`)*(`#mover(mi("z"),mo("ˆ"))`/h)^N+`ρ__c` end proc; eta := proc (`#mover(mi("z"),mo("ˆ"))`) options operator, arrow; (`η__m`-`η__c`)*(`#mover(mi("z"),mo("ˆ"))`/h)^N+`η__c` end proc; `D__1,0` := int(eta(`#mover(mi("z"),mo("ˆ"))`), z = -z__c .. h-z__c); `D__1,1` := int(eta(`#mover(mi("z"),mo("ˆ"))`)*z, z = -z__c .. h-z__c); `D__1,2` := int(eta(`#mover(mi("z"),mo("ˆ"))`)*z^2, z = -z__c .. h-z__c); `D__3,0` := int(lambda(`#mover(mi("z"),mo("ˆ"))`), z = -z__c .. h-z__c); `D__3,1` := int(lambda(`#mover(mi("z"),mo("ˆ"))`)*z, z = -z__c .. h-z__c); `D__3,2` := int(lambda(`#mover(mi("z"),mo("ˆ"))`)*z^2, z = -z__c .. h-z__c); `D__5,0` := int(lambda(`#mover(mi("z"),mo("ˆ"))`), z = -z__c .. h-z__c); `D__5,1` := int(lambda(`#mover(mi("z"),mo("ˆ"))`)*z, z = -z__c .. h-z__c); `D__5,2` := int(lambda(`#mover(mi("z"),mo("ˆ"))`)*z^2, z = -z__c .. h-z__c); `I__1,0` := int(rho(`#mover(mi("z"),mo("ˆ"))`), z = -z__c .. h-z__c); `I__1,1` := int(rho(`#mover(mi("z"),mo("ˆ"))`)*z, z = -z__c .. h-z__c); `I__1,2` := int(rho(`#mover(mi("z"),mo("ˆ"))`)*z^2, z = -z__c .. h-z__c); with(Student[Calculus1])

[AntiderivativePlot, AntiderivativeTutor, ApproximateInt, ApproximateIntTutor, ArcLength, ArcLengthTutor, Asymptotes, Clear, CriticalPoints, CurveAnalysisTutor, DerivativePlot, DerivativeTutor, DiffTutor, ExtremePoints, FunctionAverage, FunctionAverageTutor, FunctionChart, FunctionPlot, GetMessage, GetNumProblems, GetProblem, Hint, InflectionPoints, IntTutor, Integrand, InversePlot, InverseTutor, LimitTutor, MeanValueTheorem, MeanValueTheoremTutor, NewtonQuotient, NewtonsMethod, NewtonsMethodTutor, PointInterpolation, RiemannSum, RollesTheorem, Roots, Rule, Show, ShowIncomplete, ShowSolution, ShowSteps, Summand, SurfaceOfRevolution, SurfaceOfRevolutionTutor, Tangent, TangentSecantTutor, TangentTutor, TaylorApproximation, TaylorApproximationTutor, Understand, Undo, VolumeOfRevolution, VolumeOfRevolutionTutor, WhatProblem]

(1)

NULL

 

 

infinite.mw

hi...amount of Determinant  is infinity?how i can remove this bad calculation ?

thanks...mode_shape2.mw

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