MOMENT-AREA METHOD The simply supported beam is as shown in the figure. Use El = 12,000 lb-ft^2 80 lb/ft A B 4 ft R1=640/3 lb R2 = 320/3 lb Find the deviation of B from the tangent drawn at C. * 2 ft 3 points

Q: 7. P b 40, a 0,+ A 8. max Pbx y = 6ΙΕΙ (1² -x² -b²) for 0b 48EI

A: Note:- As per our guidelines we are supposed to answer only one question. Kindly repost other…

Q: P 3.5m BY 2.5m 10 N/m

A:

Q: Solve for the deflection at midspan using Area Moment Method.  Please provide clear and complete…

A: To determine deflection at the centre of the beam

Q: 14. w = N/m wL 764EI dmax B at x = 0.475L

A: as i can see 3 question are not interlinked. as per our guidelines we are supposed to answer only…

Q: Please find the vertical deflection at C. (Support A is fixed and EI is constant)

A:

Q: Can you please show how to answer theta b up until to deflection in c

A:

Q: Dvestion 2: For the shown , determine the using beam slope and des ection poit c at Moment - Aria…

A:

Q: 03) For the circular arch shown in the figure, compute the value of "p" such that the vertical…

A:

Q: Determine the deflection at point C. A. 69 mm B. 79 mm C. 99 mm D. 89 mm

A:

Q: a a= 1.56 m b=2.56m OT P= 101 KN E 21000 MPa I = 2583 x 10 mm Compate the deflection in mm at 2,87m…

A:

Q: Determine (a) the deflections at A and (b) the slope at C by Castigliano’s Theore

A: Given: Beam ABC as shown Calculate deflection at A and Slope at C

Q: Determine the slope at point A and the deflection at point C of the beam shown by the conjugate-beam…

A:

Q: kip-ft /EI. The maximum deflection is mostly near O A. 2389 O B. 3755 OC. 10500 O D.7833

A: To find maximum deflection

Q: Compute the vertical and horizontal deflections of B by the virtual work method. Given E=200GPa and…

A: Given:- E=200 GPaI=108 mm4 To find:- Vertical and horizontal deflection of B Concept:- Virtual work…

Q: Determine the deflection at the free end. assuming El = 24000 kN-m2. Express your answer in meter.…

A:

Q: Using Virtual Work Method Find the smallest value of P acting at the FD midspan that is required in…

A: To determine:Minimum Force P for zero deflection at B using Virtual work method

Q: Calculate the deflection at Point C, using Conjugate Beam Method and Virtual Work Method

A: Data given Find: Deflection at C using : (a) Virtual work method (b) Conjugate beam method

Q: Calculate the slope and Deflection at point C. Consider EI as constant and start x from A.

A: Given data  EI = constant  Find slope and deflection at point C.

Q: Determine the deflections of point C and E. Knowing E=2.0 X 105 MPa, 1,=6560 cm 1,=12430 cm^4.

A: E=2.0 X 105 MPa, I1=6560 cm4 I2=12430 cm4 To find: The deflection at the point C and E

Q: Determine the deflection at point C.  using double integration method A. 99 mm B. 69mm C. 79 mm…

A: Step 1

Q: Solve

A:

Q: 2. Using super position method determine the value of deflection at point C Ans. EI5C=0.0194in,…

A:

Q: Derive the following Equation of maximum Deflection using double integration method.

A:

Q: Use He Area-moment mefhond to calanlate the slope and deplection about point 7 the imply fuppertaed…

A:

Q: 50r E =10,000ksi A I = 170 in1 Virtud work 7' 24 2)

A: Virtual work method is used to determine deflection or rotation at any point on the member. In this…

Q: Using virtual work and realizing that there is a pin at Cand a roller at B. Use I = 500 in and E =…

A:

Q: Choose in the following bullets and show solutions. a. Find the deflection at B assuming El is…

A: Required : Deflection at B And deflection at free end

Q: The weight of the suspended pipe in figure shown is 540 N. a. Determine the tensile force in BE a.…

A:

Q: Determine El8 at point B and end of the overhang. Round off your final answer in 2 decimal places.…

A:

Q: See the other picture for type of loading.

A:

Q: Q1: Use the conjugate-beam method an beam. El=30000 kN.m2. 80 kN.m EI B +-3m-

A:

Q: From the beam shown. Let P = 30 kN, Q = 2 kN/m, L =6m and EI = 200MNm^2 Determine the following;…

A: Given data:

Q: Assume that wo = 66 N/m, L = 3 m, and El is constant for the beam. Find the deflection of the beam…

A:

Q: Using the virtual work method, determine the ff: (a) Vertical deflection at point D (b) Slope at the…

A: Step 1: Firstly, you need to calculate the reactions at supports A, C, and D.>>RA​+RC​+RD​=…

Q: 10 kN B. 600 mm2 25 kN 600 mm2 1.2 m 1200 mm2 1200 mm2 -0.9 m Both ends are connected with pins.…

A:

Q: ▪ Derive the following equation of maximum deflection using double integration method. 15. W W T.…

A: Given continuous beam with concentrated loading

Q: Determine the displacement at C for the beam below. Consider E= 29(10') ksi and /= 600 Use the…

A:

Q: Ⓒ Calculate the deflection at midspan 29 Hint 941= 27. X EI= Cons. L L List 30.12 EI Exact = Ans 9L4…

A:

Q: 1.) Midspan deflection 30 30 5 10

A:

Q: 6.(b) For the beam and loading shown, determine (a) the slope at end A, (b) the deflection at the…

A: Given Data Determine a. Slope at end-A of the beam.  b. Deflection at the centre-C of the beam.…

Q: 2) Given the cross sectional area below. The horizontal neutral axis is 129.0mm from reference…

A: Solution:

Q: Compute the vertical and horizontal deflections of B by the virtual work method. GivenE=200GPa and…

A: Given:- A frame system is given  The magnitude of the load on span AC = 5 kN  The magnitude of the…

Q: By using unit-load method,determine the slope and deflection at point B for the cantilever in Fig.…

A:

Q: draw the deflection curve

A:

Q: Problem 5 Given the figure shown with bearing AB due south and the length of lines as shown. A 300…

A:

Q: 1. Compute for the value of the resultant and the angle. 360 N 50° 95 N 20° 220 N

A: Compute for the value of the resultant and the angle.

Unit Conversion

Standard units are also called SI units. SI units are used for measuring a physical quantity satisfying certain conditions. There are two types of units: fundamental units and derived units. Fundamental units are physical quantities that are independent, that is, they do not depend on other quantities like mass, length, or time. There are plenty of quantities in our lives which need to be measured and compared. Measuring is the comparison of a particular physical quantity with its reference value. A unit is a measure of a fixed physical quantity. A physical quantity is the product of a unit and the numerical value we need to compare with.