Application of Influence Line: Draw for the influence line of the deflection at the free end of the cantilever beam 15ft long and solve for the corresponding deflection when subject to live loads of 2Kips/ft and 5Kips. The modulus of elasticity and moment of inertia are 29000ksi and 500 in^4, respectively. From the influence line drawn, express the deflection in inches, and round off the answer to 2 decimal places only.

Q: To test the deflection on a uniform 100-kg beam, a boy of who weighs 50 kg exerts a pull of 150N on…

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Q: Consider the cantilever beam below, which is machined from a steel with an Elastic Modulus of 200…

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Q: With D= 32.93 mm and d= 27.44mm, a) Determine the slopes suffered by the shaft at its two supports…

A: The free-body diagram of the beam is, RA+RB=1890+1890RA+RB=3780 N   ............. 1

Q: 5. Determine the diameter of a shaft in inches for which a torsional deflection will not exceed 1°…

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Q: Using Macauley's method, determine the deflection of the member at the locations where the 25 kN, 20…

A: Engineering Design & Analysis 2 50 KN 25 kN Delta Strain 20 KN Gauge 5 kN/m D=100 mm 1 5.75 kNm…

Q: Given the value of moment of Inertia is 120 x 10^6 mm^4, and the modulus of elasticity of concrete=…

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Q: Question 6 (i) Give a statement of the definition of the principle of superposition and state the…

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Q: 1. (60%) The rigid beam shown here is supported by a pin at D and an A992 steel guy wire AB of…

A: “Since you have posted a question with multiple sub parts, we will provide the solution only to the…

Q: Assume a constant value of EI = 560×10° N-mm² for the beam. 210 N-m 200 mm B 150 mm C 100 1,400 N D…

A: The flexural rigidity is

Q: Determine the corresponding maximum normal stress due to bending.

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Q: Please attempt only if you are sure, don't give the wrong solutions. Take care of sign

A: Given, MB = 20kN.m clockwise.The moment caused by the force at C around point A is:MC = 20 kN × 10 m…

Q: For the loading shown, use the double-integration method to determine (a) the equation of the…

A: Given: wo=7 kN/mL=4 mE=215 GPaI=105×106 mm4

Q: QUESTION 2 The composite beam loaded with a triangular distributed load , consists of two aluminum…

A: EAl = 70 GPA EW = 12 GPA Maximum deflection = 12 mm

Q: Part B - Determine the elastic curve Use the moment function from Part A to determine the equation…

A: For the solution refer below images.

Q: cross-section width w = 20  mm, cross-section hight h = 93   mm, length of the beam L =3   m , beam…

A: The objective of the question is to calculate the reaction forces and moments at the support A of a…

Q: Two PARALLEL springs A and B has spring constants 269 N/mm and 91 N/mm, respectively. If the…

A: here, equivalent stiffness in parallel connection Keq. = 269 + 91 = 360 N/mm here, F = Keq. ×…

Q: Determine the deflection in inches of a .75" diameter steel shaft 13" long subject to an axial force…

A: Given, Shaft diameter is 0.75 inch Length of shaft is 13 inch Axial force is 1600 N Required:…

Q: The bar is supported by a roller constraint at B, which allows vertical displacement but resists…

A: To Find : The slope at point A. Given : The load P is P=300 lb The free Body diagram is,

Q: 6t q=3tm 3m 5m

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Q: Q2 Find the deflection at the tip of the cantilever shown in figure below. Use EI 20MNm². 1m 30kN/m…

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Q: Q. 5: Draw SFD and BMD for the beam loaded as shown in Fig. 5. The self-weight of beam is 3 kN/m. 3m…

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Q: Question 2 Determine the factor of safety against slope failure by means of the stability number…

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Q: Two rods, one tapered (AB), made of stainless steel and the other cylinder (BC) made of brass are…

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Q: A horizontal aluminum rod 4.8 cm in diameter projects 5.3 cm from a wall. A 1200 kg object is…

A: Given: Rod diameter=4.8 cm Rod length L=5.3 cm          Mass m=1200 kg                   G=3×1010…

Q: 28. Find the diameter in inches of the steel shaft transmitting 40 hp at 200 rpm. Let the torsional…

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Q: 1. A simply supported beam is subjected to loadings as shown. Use E = 10 x 10° N/m2 and / = 20 x 106…

A: Consider vertically upward & horizontally forward force as (+)ve and vertically downward &…

Q: Question 01 Calculate the number of convolutions (n) to get a deflection of 310 degrees in a bellow:…

A: Solution:

Q: Write and draw the curve equation and determine the highest deflection. The material is gray cast…

A: Answer is given below

Q: The roof beam of a buidling is subjected to the loading shown in Fig. 1. If a maximum 3/8 inch…

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Q: Example 15.7 Design of a Compound Curve Figure 15.23 illustrates a compound curve that is to be set…

A: first of all drawing the figure we have given below

Q: 6. The deflection of a horizontal beam is described by the function y(x) = x¹ + x³ − 3x² − x+2 for…

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Q: 2. Use Castigliano's theorem to find the deflections of point B (neglect the effect of transverse…

A: To solve the given problem using Castigliano's theorem and neglecting the effect of transverse…

Q: Determine the minimum diameter of a 10-meter-long aluminum cantilever rod that can support the…

A: given; length of cantilever beam(l)=10mmaximum deflection at free end(δmax)=0.01m

Q: For the beam and loading shown, use the double-integration method to determine (a) the equation of…

A: given data: load intensity (w)=9KN/m lenth(L)=5.5m elasticity(E)=220GPa=220*103MPamoment of…

Q: Calculate the theoretical value of horizontal and vertical deflections of each specimen.

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Q: Q1. For the beam given below, find the equation for deflection along the beam. L P EI = GIVEN USE…

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Q: You are testing a rectangular aluminum beam in flexure using cyclical loading. The peak load after…

A: Peak load after the first cycle, Pi=90 lbsPeak load after the final cycel, Pf=140 lbs

Q: Don't use chatgpt. Only handwritten solution.

A: Note: I hope it helps. Thank you.

Q: Indicate all necessary FBDS, concepts and formulas needed in the solution. Using the…

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Slope and Deflection

The slope in a deflected beam is described as an angle in radians made by the tangent of the section with the original axis of the beam. The deflection at any point on the axis of the beam is defined as the lateral displacement of the point before and after loading.