What is the equivalent stiffness of the springs in the system?
Q: What would be the stretched length in spring (AB)?
A:
Q: Derive the tension ratio of the belt drive.
A: let T1=tension in belt on tight sideT2=Tension in belt on slack sideθ=angle of contact in…
Q: Mention at least three applications of coaxial cables.
A: There are numerous applications of coaxial cables, some of them are : Coaxial cables are widely…
Q: What are the common types of damping? Select one or more: O a. Viscous b. Material C. Mass O d.…
A: Viscous damping -(dissipation of energy due to movement of body in fluids dry frictional…
Q: For what purpose is a torsion test performed?
A: The torsion test is used to determine the shear properties of the material. In this testing, the…
Q: Which on of the following non ferrous material is used to increase fatigue resistance, of the…
A: In spring manufacturing, Aluminium is widely used metal as it is malleable and not that much…
Q: 6. While discussing types of coil springs: Techni- cian A says that linear-rate coil springs have…
A: Q.6) Answer" Both Technician A and B is correct. Technician A is correct because in Linear rated…
Q: The ratio of tension on the tight side to that of the slack ride in a flat belt drive is
A: Given, find the ratio of tension on the tight side to that of the slack ride in a flat belt drive
Q: On what is the flexure formula based?
A: The flexure formula is given by: Where, M is the bending moment. I is the moment of inertia. σ is…
Q: For a viscous damper the damping force is given by a. F. = c sqrt(*) b. F, = cë %3D c. F. = cx? d. F…
A: The damping force i directly proportional to
Q: What is the name of this part? a. coil spring b. butterfly valve c. none of the choices d. governor…
A: given; What is the name of this part? a. coil spring b. butterfly valve c. none of…
Q: 3. Position of W3 with W1 at the 1 cm mark. 1 cm C.g = Note:W1 is lighter than W3 Write a torque…
A:
Q: Conclusion about Hooke's Law of Spring
A: To conclude about Hooke's Law of Spring
Q: what is the mechanism of movement of vertical suspension what is meant by suspension unit?
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Q: On a helical compression spring, the direct shear stress is greater than the torsional shear stress.
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Q: A clutch has an outside diameter of 8 in and inside diameter of 4 in. An axial force of 500 lb is…
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Q: et what is the stretch in the spring wvhen the system is in equilibrium?
A:
Q: What is the standard 10 lb deflection amount for a properly tensioned belt that spans 42”?
A: Given data:- Length = 42" Tension = 10lb Find:- Deflection amount?
Q: f identical steel springs available with the following specifications: liameter = 3 in index = 6
A: W=2400lbK=1500 lb/inMean-diameter=3inSpring index=6Number of active coils=8Modulus of elasticity is…
Q: Quiz / Drive an expression for equivalent spring constant. (F=Keq*X)
A: To determine the equivalent spring constant for the given question, we will use the approach as we…
Q: Q4: Two components are to be connected by bolts. One of components is relatively thick and the…
A: Given:
Q: ould be the stretched length in spring (AB)?
A:
Q: While discussing types of coil springs: Technician A says that linear-rate coil springs have equal…
A: Technician A:- Technician A is correct says that in case of linear-rated coil springs have equal…
Q: Define the Spring Work by a differential?
A: The example in this section is about ideal case of single spring and single mass system and it is…
Q: How many FBDs used to determine the force in the cables?
A: To determine the forces in the cables two FBD are used. To find the FAB and FBC the value of M…
Q: 5) In the mechanism below block ( I ) is driven by the power transmission screw. Get a degree of…
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Q: What forces exist in series spring systems?
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Q: what is the part of the spring being compressedor stretched upon application of force
A: When the force (tensile or compressive) is applied the spring either get elongated or gets…
Q: 1) Derive an expression for the braking efficiency and breaking distance.
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Q: The following figure shows a mass-spring-damper system that will be used in the following problems.…
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Q: Draw FBD and solve for static equilibrium
A: For solution refer below images.
Q: The spring used in the shock absorber has a spring index of 13. Calculate the outer diameter of the…
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Q: How to solve SOLVING RIGID-BODY EQUILIBRIUM PROBLEMS?
A: The body is said to be in equilibrium when the net force and net torque acting on the body is zero.…
Q: On vehicles that use hydraulic servo with graduated servo rods, grooves on the end of the rod…
A: The graduated servo cylinders are used where very precise linear travel is used.
Q: The core of any suspension system is the ___
A: Given Data : Suspension system
Q: l the spring be compressed?
A: x= 13.717cm
Q: Define the slip and show the effect of slip on velocity rati
A: Part (b) Consider an open belt drive rotating in a clockwise direction. This belt drive rotation…
Q: How many spring balance used in Wall jib Crane experiment? O a. 4 O b. 2 O .1 O d. 6
A: In a Wall jib crane experiment two spring balance are used. (option-b)
Q: simple pendulum w
A: kindly refer attachment
Q: Task 3 (a) Explain how to calculate the initial tension for a V-belt drive.
A: Since you have asked multiple question we will solve first question for you if you want a specific…
Q: Describe uncontrolled spring action without a shock absorber.
A: Function of shock absorber: A shock absorber is also known as damper. it is a mechanical device…
Q: From the table below, what is the initial tension required for the spring in letter (D): Hooke's Law
A: Given Force constant, k = 10 N/m Elongation, x = 0.52 cm =…
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- Vibrations Engineering: Mass = 10 kilogramsSpring constant = 400 Newtons per meterPeriodic Force = 6 KilonewtonsForcing Frequency = 5 radians per secondDamping coefficient = 200 Newton second per meter Calculate: (Express the final answer in 4 significant digits) -the critical damping in Newton second per meter -the damping factorQuestion 1. A body of mass 100 kKg is suspended by a spring of stifness of 30KN/m and a dashpot of damping constant 1000 N.s/m. Vibration is excited by harmonic force ft)=80 cos (67tt) 1- Write the equation of motion of the system using Lagrange's equation. 2- Find the natural frequency and the driving frequency. 3- Write the complete solution of the vibrating system.Example of Vibration System Analysis. Include appropriate model and complete label for mass, damping and spring elements.
- A damped single-degree-of-freedom vibration system has m= 7 kg, c= 549 Ns/m, and k= 10 kN/m. Determine the damping ratio of the system. Note unit is required in this answer and will be marked.Define and illustrate 1. Forced vibration damped system 2. Forced vibration damp-free system 3. System degree of freedomThree series springs have stiffness constant of 100 N/m each. Determine the spring stiffness equivalent of the springs. a.)100 N/m b.)300 N/m c.)0.01 N/m d.)33.3 N/m
- Between a solid mass of 10 kg and floor, two slab of isolator, natural rubber and feltare kept in series as shown in Figure Q1(b). The natural rubber slab has a stiffnessof 3000 N/m and an equivalent viscous damping coefficient of 110 Ns/m. The feltslab has a stiffness of 12,200 N/m and an equivalent viscous damping coefficient of170 Ns/m. (i) Sketch the single degree of freedom spring-mass-damper system(ii) Determine the undamped and damped natural frequencies of the system inthe vertical direction. Neglect the mass of the isolatorVibration Engineering: Mass = 10 kilogramsSpring constant = 400 Newtons per meterPeriodic Force = 6 KilonewtonsForcing Frequency = 5 radians per secondDamping coefficient = 200 Newton second per meter Calculate: (Express the final answer in 4 significant digits) -the phase angle in radians -the natural frequency in radians per second -the amplitude of steady-state vibration in meters1) Explain the following terms for a mass spring system a. natural frequency b. forced vibration c. forced damped vibration d. Different damping levels
- The mass m, stiffness k, and natural frequency wn of an undamped SDOF system are unknown. These properties are to be determined by harmonic excitation tests. By applying resonance tests, the resonance occurs at an excitation frequency of fr1=5Hz. Next, a weight W=5N attached to the mass m and resonance test is repeated. This time resonance occurs at frequency of fr2=4Hz. Determine the mass m and the stiffness k of the system.The mass of the passenger car is 1660 kg, of which 60% is on the front axle. At the front, the spring constant for each spring is 19.2 kN / m. If a specific frequency greater than 18% is desired for the rear axle, what should be the spring constant of the rear springs? Give the answer in kN / m to one decimal place.The equivalent spring stiffness of an inclined spring whose k = 5 N/m and angle of inclination θ = 35° 3.355 N/m 4.095 N/m 5.867 N/m 4.511 N/m