DEVELOP THE FOLLOWING CASTIGLIANO THEOREM EXERCISE STEP BY STEP, PLACING THE MISSING STEPS 9-39. Solve Prob. 9-38 using Castigliano's theorem.The moment function is shown in Fig. a. HereWOLM =4-x-=Wo3L³. ThusWOLXOM dx4Ac =- [~ (~~) - ² / (+-+-+M= 2OPEIJOWOL4120EIWo-x³3LΕΙOM 1aP=2.x.dxAlso, set P = 0, then£+M=£x+ w/² x - W₁² x ³WoWOLWoJRPWo(a)Bاد½/22 wol€ +W

To find the deflection at point C using Castigliano's theorem.

9-39. Solve Prob. 9-38 using Castigliano's theorem. M 1 The moment function is shown in Fig. a. Here = -x. Also, set P= 0, then WOL M = 4 Ac ・I²M(² = WO 3L WOL4 120EI x³. Thus aM dx OP EI ↓ JP WO X ( ( + - ++) (+) 4 3L Jo ΕΙ = 2 dx + WOL M = £ x +w+ ²x - Wo x ³ 3 3² V Wo 1/1/22 P Wo رمان (a) B 31/12 £+ N WOL

9-39. Solve Prob. 9-38 using Castigliano's theorem. M 1 The moment function is shown in Fig. a. Here = -x. Also, set P= 0, then WOL M = 4 Ac ・I²M(² = WO 3L WOL4 120EI x³. Thus aM dx OP EI ↓ JP WO X ( ( + - ++) (+) 4 3L Jo ΕΙ = 2 dx + WOL M = £ x +w+ ²x - Wo x ³ 3 3² V Wo 1/1/22 P Wo رمان (a) B 31/12 £+ N WOL

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

3G 9:.. %79 Final 1st attem... F2 У - ахis Fs F4 F1 х - ахis X- axis y - axis F3 F2 F1 Figure (1) Figure (2) 250 N 36.87 D F2 60° 0.5 m 1 m o! 0.2 m 1 m 300 NE F1 1 m Figure (3) Figure (4) Q1] Answer the following questions: For figure (1): The object is subjected to two forces F1 = 25 N, and F2 = 50 N. Set x = 30°, 0 = 45° , and ß = 30°. 1- What is the magnitude of the resultant of these two forces? a) 39.4 N b) 80.1N c) 41.6 N d) 69.8 N e) 71.4 N f) 46.1 N g) None of them 2 - What is the direction of the resultant force measured counterclockwise from the positive x-axis? а) 14.30 b) 392.6° c) 9.2° d) 322.9° e) 6.8° f) 344.2° g) None of them For figure (2): The arm in is subjected to five forces as follows: F1 = 135 N, F2 = 98 N, F3 = 210 N, F4 = 56 N. If the y – direction resultant force is 144 N, and x = 40°, 0 = 50°, B = 70°: 3 – What is the magnitude of the force F5? a) 318.4 N b) 99.1N c) 151.6 N d) 36.5 N e) 111.2 N f) 18.8 N g) None of them 4 - What is the magnitude of the…
Don't copy from any sources
can you solve part B without just using those tables to find the answer?
I want to briefly summarize what he is talking about and what you conclude.. the two graph pls urgent(ventilation system)
need correct answer with explanation
**Problem 1.15 Suppose you wanted to describe an unstable particle, that spon- taneously disintegrates with a "lifetime" t. In that case the total probability of finding the particle somewhere should not be constant, but should decrease at (say) an exponential rate: too P(t) = | V(x,1)1²dx = e=1/*. -0- A crude way of achieving this result is as follows. In Equation 1.24 we tacitly assumed that V (the potential energy) is real. That is certainly reasonable, but it leads to the "conservation of probability" enshrined in Equation 1.27. What if we assign to V an imaginary part: V = Vo – ir, where Vo is the true potential energy and r is a positive real constant? (a) Show that (in place of Equation 1.27) we now get dP 21 = --P. dt (b) Solve for P(1), and find the lifetime of the particle in terms of r.
The solution (298.349) is incorrect as well.
a. State carefully the differences between wire frame and solid modeling? b. Verify the Euler's equation for the following three-dimensional solid model? 20 10 25 10 30 20 RI 07
I have attempted the question solve this
(b) By showing the details of your work, solve the following system: i = 5y1 + 92, 2 = y1 + 5y2 y1 (0) = 1, y2(0) = -3 %3D %3D
Which of the following parameters should not be selected as repeating variables in using Buckingham Pi theorem? (select all that apply) O a. Both pressure and shear stress O b. Both velocity and representative length O c. Angle
Use the Finite Volume method to find general nodal equations for the CV of the geometry. Use the implicit method to find the rate of change of energy storage in the CV.