Question 2 - A spring is compressed by 9 cm when subjected to a force F= 16 N. The final length of the spring is 23 cm. 1) In the ɔrmula sheet provided which equation can be used to calculate the stiffness of the spring. 2) 3) kg = Lo= The stiffness of the spring is: The relaxed length of the spring is: 4) If a compressive force of 19 N is applied on the same spring. The spring will be compressed by | s | = The final length of the spring L= 5) If the spring stretches to 42 cm. The absolute value of the stretch is | s | = SI The force applied by the spring is: F, =
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- When a force of 19N is applied to a spring, it elongates 0.085. Determine the period of oscilation of a 4.0 kg object suspended from the spring?The gross equation describing the relationship between the force applied to the spring and the stress (change in length) of the spring.A spring with a spring constant of k=157N/m is initially compressed by a block a distance d=0.21m. The block is on horizontal surface with coefficient of kinetic friction yk static friction ys and has a mass of m=6kg B)Assuming the block is released from the initial position and begins to move to the right input an expression for the sum of the force in the x- direction in the configuration.
- (a) The springs of a pickup truck act like a single spring with a force constant of 1.13 x 105 N/m. By how much will the truck be depressed (in cm) by its maximum load of 1473 kg? cm (b) If the pickup truck has four identical springs, what is the force constant of each? (Enter your answer in N/m.) N/m Additional Materials ReadingA cylindrical specimen of some metal alloy of 8 mm in diameter is stressed elastically in tension. A force of 15700 N produces the elastic modulus of 138 GPa of the specimen, the longitudinal strain is: O a. 2.26 O b. 2.23 O c. 2.28 O d. 2.29A cast iron rod of diameter 22 mm and length of 250 mm is subjected to a tensile load of 90 kN, and produces an extension of 0.45 mm. Calculate the modulus of elasticity 4
- QUESTION 4 A 1,309.2-kg rolling on a horizontal has a speed of 56 km/hr when it strikes a horizontal coiled spring is brought to rest in a distance of 2.5 m. What is the spring stiffness constant of the spring? (Write the value and Sl unit.) QUESTION 54. Under certain conditions, wind blowing past a rectangular speed limit sign can cause the sign to oscillate with a frequency w (see Fig.). Assume that w is a function of the sign width, b; sign height, h; wind velocity, V; air density, p; and an elastic constant, k, for the supporting pole. The constant, k, has dimensions of Nm. (a) Develop a suitable set of pi terms for this problem using b, V, and p as repeating variables. (b) List all the other possible combinations of repeating variables that could have been utilized for this problem. SPEED LIMIT 40Given an SHM equation, x(t) = 5.0 cos 20 t, where x is in m and t is in s. Find its maximum acceleration. Answer 1724.64 m s-2 -1724.64 ms-2 2000 m s-2 -2000 m s-2
- 7. The 2-kg collar is given a downward velocity of 4 m/s when it is at A. If the spring has an unstretched length of 1 m and a stiffness of k = 30 N/m, determine the velocity of the collar at s =1m. 2 m 4 m/s wwww = 30 N/mKhufra works at a spring factory and he was assigned to test a certain spring, whose constant is 50 N/m, attached to a 50-kg block in an incline (8=30*). With the spring initially at equilibrium position, the block was pushed 0.5 meters up the incline by a 30-N external force applied parallel to the path. The coefficient of kinetic friction is 0.30. a) draw clearly the FBD of the block. b) How much is the normal force (in Newtons) on the block? c) How much work is done by the spring (in Joules) on the block?Question 2 36 cm. 1) 2) 3) 4) 5) k,= In the formula sheet provided which equation can be used to calculate the stiffness of the spring. 12 The stiffness of the spring is: - A spring is compressed by 8 cm when subjected to a force F= 15 N. The final length of the spring is 187.5 N/m The relaxed length of the spring is: Lo= 0.44 m If a compressive force of 18 N is applied on the same spring. The spring will be compressed by | s1 = 0.096 m The final length of the spring L= 0.344 If the spring stretches to 54 cm. The absolute value of the stretch is | s | = The force applied by the spring is: F, = m ● 0.1 SI 18.75 N 4