If F = 100 N, determine the magnitude and coordinate direction angles of the couple moment(Figure 1). The pipe assembly lies in the x-y plane. Express your answer with the appropriate units.
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- refer to the illustration below. The frictional effects of the air on the blades of the standing fan creates a couple moment of M0 = 7 joules on the blades. what could be the magnitude of the couple forces at the base of the fan so that the resultant couple moment on the fan is zero. choices are: 30.00N 33.33N 16.67N 26.67N 23.33NExpiremental Method: Force Table F1 - 150N, 30° N of E F2 - 100N, 60° E of S 1) Find the Equilibrant Magnitude and Equilibrant Direction 2) Find Resultant Force Vector Magnitude and %Error 3) Find Resultant Force Vector Direction and %Errora = 4 mb = 3.2 mc = 2 mF = {-7i+4j+12k} NSpecified axis: AF Find the following: Find the z-component of the moment of F about the specified axis. Find the x-component of the moment of F about the specified axis. Find the magnitude of the moment of F about the specified axis. Find the y-component of the moment of F about the specified axis.
- All parts please thank you so much Part b) Bending moment by real forces_1 Let the origin of the horizontal coordinate x be at the support A and the positive x-axis points to the right. The bending moment caused by the real forces as a function of x can be discribed as For 0≤x≤ 0≤x≤8 m, ( please use units kN.m for bending moment) Part c) Bending moment by real forces_2 The bending moment caused by the real forces as a function of x can be discribed as For 8 <x≤<x≤ ( 8+3.2 ) m, ( please use units kN.m for bending moment) Part d) Vertical defection at Point c Use the principle of virtual work to determine the vertical deflection at Point C. ( the positive direction of a vertical deflection points upwards ) Part e) Rotation_at_B Use the principle of virtual work to determine the rotation at Support B. (The positive direction of a rotation is clockwise. Please present your result to 4 decimal places.) RadiansGraphical Method : Polygon Method F1 - 150N, 30° N of E F2 - 100N, 60° E of S 1) Find the Length and Angle 2) Find Resultant Force Vector Magnitude and %Error 3) Find Resultant Force Vector Direction and %Errora = 4 mb = 3.2 mc = 2 mF = {-7i+4j+12k} NSpecified axis: AF Find the magnitude of the moment of F about the specified axis.If the calculated answer is not whole number, express it in 4 significant figures.
- Consider the hanging crane structure in Figure 1. Write the equations of motion describing the motion of the cart and the payload by using Newton's 2nd Law. The mass of the cart is M, the mass of the payload is m, the mass-less rigid connector has length L, and the friction is modeled as Fb(t) = -bx_ where x is the distance traveled by the cart. Hint: Use normal and tangential coordinate systems.Find the result of ( F1) Force acting as shown below?If you could while working the problem, draw both the kinematic diagram and free body diagram.
- Compare magnitude of the computed net force due to string 1 and 2 added together from part 2 to the magnitude of the force exerted via string 3 by computing the % - difference between them. % - Difference between the magnitudes of the sum of the forces due to string 1 and 2 and the force due to string 3 = String Number Mass Attached (kg) Force Exerted (N) Direction (°) 1 .25 2.45 30° 2 .25 2.45 120° 3 .35 3.43 255°A hydraulic brake system is shown in the figure below. The radius of the input piston is 1.20cm and the radius of the output plungers is 3.40cm. The lengths associated with the lever arms of the brake pedal are L1 = 4.70cm and L2 = 13.0cm. Assume that the force delivered by each output plunger in the given situation is 273 N with the force applied by the foot being Fa. What is the gauge pressure inside the brake fluid?(A) 69.2 kPa; (B) 72.2 kPa; (C) 75.2 kPa; (D) 78.2 kPa; (E) 81.2 kPa. What is the torque (magnitude) produced by Fa?(A) 1.60mN; (B) 1.80mN; (C) 2.00mN; (D) 2.20mN; (E) 2.40mN. What is the value of Fa?(A) 7.53 N; (B) 8.03 N; (C) 8.53 N; (D) 9.03 N; (E) 9.53 N.Question 4 The following data apply to an outside cylinder uncoupled locomotive: Mass of rotating parts per cylinder = 250 kg; mass of reciprocating parts per cylinder = 200 kg; angle between cranks = 90°; crank radius = 0.3 m; cylinder centres = 2 m; radius of balance masses = 0.75 m; wheel centres = 1.45 m. If the whole of the rotating and two-thirds of the reciprocating parts are to be balanced in planes of the driving wheels, find the magnitude of swaying couple at 300 rpm. Select one: A. ±33.4 kNm B. ±51.2 kNm C. ±37.5 kNm D. ±27.9 kNm Question 5 For the data given in Question 4, find the value of variation in tractive effort. Select one: A. 27.7 kN B. 38.8 kN C. 41.2 kN D. 23.2 kN