Write the matlab code for the given information.OF OFyду əzLaplacian: V.Vf=v²f:Curl: VxF=Curl: VxF=Curl: Vx F =(2) Cylindrical coordinate system with f(p, o,z) and F=Fouxaf 1 ofдр рафGradient: VfDivergence: V.F=1 OF OFp døəzDivergence: V.F=1rsin 0Laplacian: V.Vf=v²fux +P== Up +dr(Fosin) Fodedø+-u, +1 a(pFp)P-Laplacian: V.Vf=V²f(3) Spherical coordinate system with f(r, 0, d) andof1 ofGradient: Vf=OF OFdxdzup.1 a(r² Fr)p² dr1РOFpa²fa²fa²f++dx² dy² dz²OFдz др1 a(r² aflar)p.² ərr deдр pap+++uy +a(paflap)дрup +1rsin+Fou+Fuafdzo +1 OF OF+əz$r²sin 0OFy Fxdx dyF=Fur+Fouo+ Fou1 afrsin dø+1 Frr sine dø+-10(pF)FpP др dø1 a²fa²f+2p² 00² əz²up(Fosin) 1 OF20rsin do+(rF)ər01 a(sin eaf/00)20U₂+-+U₂1(0(rFo) Frr drOFF)u₂1 8²f21-² sin²0 ²

Given:- Curl:- delta x F Cylindrical co-ordinates system:- f (rho, phi, z) To find:- Writting the…

Write the matlab code for the given information. Curl: VxF= OF OFy əz Divergence: V.F Curl: VxF= ux + Laplacian: V.Vf=v²f: + OFø 1 OF: рдф дz Laplacian: V.Vf=V²f Gradient: Vf = = (2) Cylindrical coordinate system with f(p, o,z) and F=Foux+Fou+F_u₂ af 1 of Gradient: Vf= up + OF OF əz əx = = -Up + u¢ + d²fa²f 0² f dx² dy² Oz² 1 d(pFp) P -u, + dr 1 a(r²F₁) uy + OFp OF əz др + pop dz of + др p dø r de up + 1 OF up + OFy OFx dx dy - U₂ + + 1 a(paflap) 1 a²fa²f + P др p² ap² az² (3) Spherical coordinate system with f(r, 0, 0) and F= Fur+Fouo+ Fou af 1 of 1 af rsin do (Fosin 0) OF əz 10(pF) OFp Р ap dø U₂ up OF Uz

Write the matlab code for the given information. Curl: VxF= OF OFy əz Divergence: V.F Curl: VxF= ux + Laplacian: V.Vf=v²f: + OFø 1 OF: рдф дz Laplacian: V.Vf=V²f Gradient: Vf = = (2) Cylindrical coordinate system with f(p, o,z) and F=Foux+Fou+F_u₂ af 1 of Gradient: Vf= up + OF OF əz əx = = -Up + u¢ + d²fa²f 0² f dx² dy² Oz² 1 d(pFp) P -u, + dr 1 a(r²F₁) uy + OFp OF əz др + pop dz of + др p dø r de up + 1 OF up + OFy OFx dx dy - U₂ + + 1 a(paflap) 1 a²fa²f + P др p² ap² az² (3) Spherical coordinate system with f(r, 0, 0) and F= Fur+Fouo+ Fou af 1 of 1 af rsin do (Fosin 0) OF əz 10(pF) OFp Р ap dø U₂ up OF Uz

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

See similar textbooks

Similar questions

Write down any two methods of calculating product of a vector v and p
mecha
Pls help with Dynamics Homework
PLEASE solve using the formulas given
1
2. Solve the system linear of Equation using Gauss- Jordan elimination (row operations), find the value of x1, x2 and x3. 2X1 - 2X2 + X3 = 3 3X1 - X3 + X2 = 7 X1 - 3X2 + 2X3 = 0
Two cables AB and AC are acting on the pole with forces FAB=540N and FAC = 560N with parameters defining the attachment points shown in the table. We want to write the vector AB in cartesian vector form. C Y₂ parameters value units 540 560 5.5 4 3.5 FAB FAC L Z1 Y 72 4 4 Submit Question N N m m m m m A x + 247.123 Y₁ write the vector FAB in Cartensian Vector Notation. Round your final answers to 3 significant figures. FAB= 282.427 Z B xj+-388.337 N
Consider the manipulator provided in the figure. Given the Position vector P w.r.t. to the base frame, derive the Analytical Jacobian for the position. Write your answer as J = [dpx/dq1 dpx/dq2 dpx/dq3; dpy/dq1 dpy/dq2 dpy/dq3; dpz/dq1 dpz/dq2 dpz/dq3] %3D Z3, Z4 Z1, Y, b,s, +b;C;82 -b,c +b3S152 -b;C2 X4 YA #3 b2 b3 O2, 02 P = #2 Z, Y3 #0
MATLAB Create a script that will take a continuous function f(x) as input, plot the function on x € [-10,10] with step size of h = 0.01,, and will prompt the user with the following options ● 'r+45' and 'r-45' to rotate the plot 45° counterclockwise and clockwise respectively, 'j+45' and 'j-45' to shear the plot's 45ĵº to the right and to the left respectively, and • 'i+45' and 'i-45' to shear the plot's 457° upwards and downwards respectively.
Edition Eighth Z▼▲ Ā Mc Graw Hill Vector Mechanics for Engineers: Statics HW: Ch 6 จงหาตำแหน่งของจุดศูนย์ถ่วงของชิ้นส่วนเครื่องจักรกลด้านแกน x ของวัสดุประกอบดังรูป Find the position of the center of gravity of the mechanical part on the x-axis side of the composite as shown in the figure. mm 20 34 mm 62 mm 51 mm 20 mm 200 mm 10 mm © 2007 The McGraw-Hill Companies, Inc. All rights reserved. 45 m 100 mm 55 mm 7-52
Needs Complete typed solution with 100 % accuracy.
Give the following equations of motion and initial conditions: 8.0000 0.0000 52.0000 - 12.0000 0.3000 {x(t)}+ {x(t)}= 0; and {x,}= 0.0000 13.0000 12.0000 12.0000 0.6000 (0.0701 0.3465 If the modal matrix [S]= transform the initial conditions {x} into the modal coordinates {r,}. on 0.2718 -0.0550 2.2886 {r,} = 0.4026 4.7643 {r,} = 4.8800 (0.4027 {r,} = 2.2804 None 4.9584 {r,) = 5.0983 Clear my choice