The figureshows a copper rod that is placed in an aluminum tube. The rod is 0.005 in. longer than the tube of length L = 10.52 in. Find the maximum safe load P (in Ib with four decimal places) that can be applied to the bearing plate, using the following data: area of copper = 2.3 sq, in. area of aluminum = 3.34 sq, in. E of copper = 17000244 ksi E of aluminum = 10054977 ksi allowable stress for copper = 19863 ksi allowable stress for aluminum = 10159 ksi Bearing plate ... 0.005 in. Сорper Aluminum

Q: Given: Lines Bearing S 73°21'E S 40°10'E S 26°42'W N 14°20'W N 12°20'E Distances A-B 247.20 B-C…

A: As per company's policies We are supposed to answer only first three part of multiple questions…

Q: 300 90 N 60 N 140 N 500 A 300 N.m 1.5 m 2 m 1 m FOR SET A: 1. Replace the loading system acting on…

A:

Q: What would be the maximum and minimum weight that can be applied without causing the plock on the…

A: To find maximum and minimum weight of block

Q: 120 4090 40 Dimensions in mm Im 2AN Determine the maximum tensile stress in the beam shown. O 7.31…

A: To find maximum tensile and compressive stress

Q: Determine the external reactions at A and F for the roof truss loaded as shown. The vertical loads…

A: The FBD of the truss is shown below: Support A is hinge support, so it has 2 reactions and support…

Q: Compute the cross sectional area for the roadway section at station 10+33.89 using the following…

A:

Q: The length of the chord is 325 m long, measured from the P.C. to the P.T. of the curve a common…

A: Given:-azimuth =254.240,270.01o,279.960L=325mazimuth =270.010stationing of PT=6+530To find:-a)total…

Q: Two pipes of diameters d1 and d2 converge to form a pipe of diameter d. If the liquid flows with a…

A:

Q: By Double Integration, find the magnitude of the midspan deflection. Assume El is constant. 6W…

A: To be find -  Deflection at the midpoint of the beam, using double integration mehod.

Q: How many forces are acting in X Direction? Hint: Draw FBD and break forces into Components B 30% FAE…

A:

Q: 18m 18 m; Water Fig. 38

A:

Q: 2 ft I ft 2 ft 1 ft 3 t

A:

Q: 5. A resistor is connected in series with an ammeter and the combination to the terminals of a…

A:

Q: Sample Problem 2 Determine the components of the forces acting on each member of the frame shown.…

A:

Q: Determine the reactions at A and B when a = 30°. - 10 in--10 in.- B 1000 Ib-in 12 in. RS

A:

Q: 5. Sieve analyses were performed on two soils. The table below summarizes the results of these…

A: Given:- The result of the sieve analyses are given  Sieve No.  Diameter Percent passing for Soil…

Q: In a railroad layout, the centerlines of two parallel tracks are connected with a reversed curve of…

A: As per Bartleby's guidelines we are supposed to answer only first three questions. Kindly repost…

Q: depth h of the water.

A:

Q: An infinite slope is shown in the figure. The shear strength parameters at the interface of soil and…

A:

Q: A wheel tractor-scraper weighing 91 tons is being operated on a haul road with a tire penetration of…

A:

Q: 6m 19m 2.57 3 mi -11 m 4 m Fig. 47

A:

Q: 3. Compute the reactions on the structures. 60 k 80 k 60 k 5 ft Hinge F10 ft F10 ft 20 ft 4 20 ft 20…

A: To find reaction at support

Q: Determine the x- and y-coordinates of the centroid of the shaded area. Input values only without…

A:

Q: 3) The tip of a tower of 210m height is just visible above the horizo from an observer with an eye…

A: h1=210m h2=1.35m

Q: .) Determine shear and moment equations of the beam shown. Neglect horizontal reactions since ther…

A:

Q: Using 10-m scales, interpolate contours analytically and plot the contours following the 5-m contour…

A: Contour Diagram A contour diagram is the plan drawing of an area which indicates the levels of area.…

Q: 1. A reservoir with a surface area of 300 ha had the following average values of parameters during…

A: saturation vapour pressure for 32o. From the table of temperature and saturation vapour pressure we…

Q: Determine the location of the horizontal neutral axis of the section (in mm) with respect to the…

A:

Q: Solve the reactions at the supports.

A: Reaction calculation of both part ####

Q: Write equations for the shearing force and bending moment at any point in the beam and plot the…

A:

Q: The 3-in. I beam shown in the figure below has cross-scctional properties of A - 1.64 in.". In= 2…

A: Given data A=1.64 in2 I11= 2 in 4 I22=0.46 in4 Sy= 42Ksi F.O.S =4 Unsupported length= 27.3 in

Q: 4 kN 7 kN-m 2m 3m 6 kN 5m 5 kN 2 m B For the beam shown on the left: Find reaction forces a) b) Find…

A: due to mistakes  i just re write  the value plz  don't  mind else i have to cut the entire  diagram…

Q: For the beam shown, draw the shearing force and bending moment diagrams. Use area method. Sho all…

A:

Q: W1 9 ft 13 ft (ft) 9. 22. Load Dianram M1 at point B is 10 kips-ft, P1=12 kips is 9 ft from point A;…

A: To find Moment about point A Resultant force Fr Distance of Resultant force from point A.

Q: Problem 2. Use virtual work method and determine the following unknowns on the truss system shown…

A:

Q: Determine the force in members CE, CF and BF for the truss loaded as shown. Ans. BF = 0.289P (T) B…

A:

Q: Determine the moment of inertia ly (in.“) of the shaded area about the y-axis. Given: x = 4 in. y =…

A: To Find :- moment of inertia Iy of shaded portion about Y- axis.

Q: Determine the force in member BE of the loaded truss. The force is positive if in tension, negative…

A:

Q: SITUATION. The following data were obtained by stadia observations sighted at Point B: Vertical…

A:

Q: Problem no. 2 Determine the equations of the elastic curve using the coordinates and , and specify…

A: Determine the equations of the elastic curve using the coordinates and, and specify the slope at B…

Q: Using Centroid by Composite Shapes, determine the x- and y-coordinates of the centroid of the shaded…

A:

Q: Problem 3 Draw the load and moment diagrams that correspond to the given shear force diagram. Assume…

A:

Dimensional homogeneity

The term dimensional homogeneity means that in an equation, the dimensions of each term on both sides are equal, which means the dimensions of the left-hand side (LHS) of an equation are similar to the dimensions of the right-hand side (RHS). For a dimensionally homogeneous equation, the powers of fundamental dimensions will be identical on both sides of the equation.