beam

Q: Use the virtual force method to determine the vertical displacement at joint A. Assume E = 29,000…

A:

Q: A machine with mass 16.7 kg creates an unbalance force F(t) = 33.3 cos (20t) N. It rests on rubber…

A:

Q: Consider the truss made of 2 bars with lengths 1 m, orientated in the structure shown in Figure 1.…

A:

Q: b) The shaft shown in figure 6 supports the three pulley loads. The shaft is made of steel and has a…

A:

Q: A borehole drilling machine with a vertical shaft of 60 mm diameter is 500 mm long and is supported…

A:

Q: Consider a steel (Young's modulus of E=200 GPa) column hinged on both sides.Its height is and…

A: given:E=200 GPa h=1 m

Q: The rigid beam supports the load of 50 kN as in the figure below. Determine the displacement at B.…

A: As per given question The rigid beam supports the load of 50 kN as in the figure below. Determine…

Q: The rigid arm AB is attached to the end of the solid circular steel rod BC. The rod is supported by…

A:

Q: Consider that Column 1 will experience the vertical reaction force at the left end of Beam 1. It…

A: Step 1: Applying the formula for axial stress, σ = P/A we can solve the compressive stress of the…

Q: For the frame shown, E = 30x106 psi, A = 8 in², and I = 800 in for all elements. Determine (1) the…

A:

Q: L=20 m Bmax h= 6 m

A:

Q: Determine the nodal displacement of the bar shown in Figure 1 using two element of equal length. The…

A:

Q: (a) Determine the maximum bending stresses o,, 0, produced in the timber planks and the steel plate…

A:

Q: Determine as expressions of the elastic line, the deflection and the large at point B. E = 200 Gpa…

A: To find equation of elastic curve and deflection at point B

Q: Consider a steel (Young's modulus E = 200 GP a) column hinged on both sides. Its height is 1.0 m and…

A: E=Modulus pf elasticityl=Length of the column A=Cross-sectional area

Q: Spring Dimension: Spring 1 Spring 2 Steel Bronze Rigid bar of (1) (2) 150 mm Dm Dm 100 mm negligible…

A:

Q: 7.5m E = 105 GPa 1.5m F d=20mm E=200GPa 120mm 80mm Answer:

A:

Q: Assume that each member has a cross-sectional area of A = 1.25 in.2 and an elastic modulus of E =…

A: P=21k Q=7k To find horizontal deflection at point A

Q: Asiacell 36 46 ZAIN IQ A locomotive semi-elliptical laminated spring has an overall length of 1.3 m…

A:

Q: 2. A three-link system is subjected to a vertical displacement at point A as shown below. Each bas…

A: Approach to solving the question:In this problem, the displacement of the Point A is common for all…

Q: mass of 30kg is hung from a spring of stiffness k=2.5x105 N/m which is attached to an aluminum beam…

A: Given data A mass = 30kg  stiffness k=2.5x105 N/m aluminum beam (E=71X109 N/m2 density=2.7x103…

Q: A cantilever, 2.6m long, carrying a uniformly distributed load w along the entire length, is propped…

A: Given:The length of the beam is .The load at the free end is .The modulus of elasticity is .The…

Q: Question 1: Determine the piecewise exact displacement solution (in units of m) for the shown 6 m…

A: from the solution refer below images.

Q: 3 of 4 1.8m 1-A solid brass axial member with elastic modulus of E= 100 GPa, is loaded and supported…

A: Given : The diameter of segment of 1 and 2 is The diamter of segment 3 is The modulus of elasticity…

Q: Figure 1 shows a cantilever beam which is 6 m long and fixed at A. The beam carries a uniformly…

A: Conjugate Beam Method: One of the ways for determining the slope and deflection of a beam is the…

Q: Fx Fx

A:

Q: A composite beam is fabricated by bolting two 3.8-in.-wide by 13-in.-deep timber planks to the sides…

A: Given Data: wt=3.8 inht=13 inws=0.7 inhs=13 inEt=1730 ksiEs=30400 ksiL=16 ftLAB=LCD=4 ftLBC=8…

Q: el (E = 200GPa ) column hinged on both sides. the height of the column is 1 m and cross-section is…

A: Given:modulus of elasticity of steel=200 GPaHeight of column=1 mCrosssection of the column =10 mm×20…

Q: i 48 kN/m32 в Анг 81 81 10 kN/m 3 4 P₁ [0KN ↓ ( - 3 B S 12 By Sm 211.667

A: Determine the support reactions.

Q: The 80 kg block hits the simply supported beam of steel at its midspan after a drop of 10 mm as…

A: Given, m=80kgLoad , W=mgW=80×9.81W=784.8N RA=RB=W2RA=RB=392.4NMoment at…

Q: Determine the member end moments at b, Mba and Mbc, in the following structure. EI constant 300kN 2m…

A: Given dataP=300kNRoller support at C which exhibit only vertial force

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

A: given; lets take reaction force at A=RAw=15KN/mL=3.5mE=185GPaI=110*106mm4AB=L/2BC=L/2AC=L

Q: A beam is supported by the hollow column of length 10 m, external diameter 7.5 cm and thickness 12…

A: Given data as per question Length of column = 10m =10000 mm External diameter = 7.5 cm =75 mm…

Q: E F 15 pulg 8 pulg A В C D -8 pulg- -8 pulg-- 8 pulg- → P

A:

Q: Consider a slender body fixed at the root (x = 0). The cross-sectional area along the span is A =…

A: The element stiffness matrix for any element i is given as: Ki=EAml1-1-11Here,Am=∫s=0s=1Adsl=L3 For…

Q: m of a shaft with a length L = 3.5 m shown in the figure is hollow.Shaft τsafe =100 MPa, ωsafe =0,25…

A: Consider the Free body diagram: Moment acting on DE=MMoment acting on CD=M+2M =3MMoment acting on…

Q: A B D When the CD temperature rises by 60 ° C, calculate the internal force of the column with a…

A:

Q: A rod has a diameter of 1/2 inch and a length of 4 feet. Determine the equivalent spring constant of…

A: given data; ⇒rod diameter (d)=12in=0.04166ft⇒length(l)=4ft⇒⇒young modulus (E)=10*106psi⇒spring…

Q: Find the length of the part 1 and 2 of the steel bar if the total deflection under the forces shown…

A: Given data, δT = Total deflection = 0.5 cm = 0.005 m E = Modulus of rigidity of the bar = 200 x109…

Q: Two wood beams each with an actual cross section of 2 x 4i shown. If there is light contact between…

A: In the diagram, upward reaction at B is for beam AB and downward reaction for beam CD.

Axial Load

When a bar of the uniform cross-section is acted by a load, such that the load acts along the longitudinal axis of the bar, such kinds of loadings are known as axial loadings. In general terms, a load is an external force acting on a component. An axial load acts perpendicular to the geometric cross-section of the component. Based on the direction of the application of the load, an axial load can be tensile or compressive. The analysis of bodies under the action of axial loads is generally studied under the branch of mechanics, known as statics.