Determine the displacement of a plate of length L pinned at its ends with a concentrated...

Determine the displacement of a plate of length L pinned at its ends with a concentrated load Va applied at the center.

Solutions

Expert Solution

samet mamat answered 2 years ago

Next > < Previous

Related Solutions

A thin string of length L = 3m is pinned at the two ends. Based on...

A thin string of length L = 3m is pinned at the two ends. Based on the material linear density ρ and on the traction force T, it can be assumed that √ T/ρ = 2 m/s. The string is initially straight when, at time t = 0, it is tapped in two narrow intervals (1 − 1/8, 1 + 1/8) and (2 − 1/8, 2 + 1/8) with opposite velocities +1m/s and −1m/s, respectively. i) Derive the field equation...

A string of length L = 1 is held fixed at both ends. The string is...

A string of length L = 1 is held fixed at both ends. The string is initially deformed into a shape given by u(x, t = 0) = sin^2(πx) and released. Assume a value of c2 = 1. Find the solution u(x, t) for the vibration of the string by separation of variables.

1. A string is fixed at both ends. If only the length (L) increases, then the...

1. A string is fixed at both ends. If only the length (L) increases, then the fundamental frequency goes: (circle one) up down 2. If only the tension (T) increases, the fundamental goes: (circle one) up down 3. If only the linear mass density increases, the fundamental goes: (circle one) up down 4. The tension (T) in a string fixed across a 1 m length (L) is 400 Newtons, and the linear mass density of the string is 0.01 kg/m....

Consider an elastic string of length L whose ends are held fixed. The string is set...

Consider an elastic string of length L whose ends are held fixed. The string is set in motion with no initial velocity from an initial position u(x, 0) = f(x). Let L = 10 and a = 1 in parts (b) and (c). (A computer algebra system is recommended.) f(x) = 16x L , 0 ≤ x ≤ L 4 , 4, L 4 < x < 3L 4 , 16(L − x) L , 3L 4...

A hollow tube of length L = 66.0 cm, open at both ends as shown above,...

A hollow tube of length L = 66.0 cm, open at both ends as shown above, is held in midair. A tuning fork with a frequency f = 256 Hz vibrates at one end of the tube and causes the air in the tube to vibrate at its fundamental frequency. Do not assume a value for the speed of sound in air. Give all of your answers to three significant digits. The same tube is submerged in a large, graduated...

1. How does the ratio of the plate length (l) versus separation (d) affect the fringing...

1. How does the ratio of the plate length (l) versus separation (d) affect the fringing effect at the edges of the plates? Pattern C: Floating Electrode 2. How does the circular electrode distort the field? 3. What is the potential of the circular electrode? Of the area inside the electrode? 4. What effect would moving the circular electrode have? Pattern D: Coaxial Cable 5. What is the field inside the inner conductor, between the two conductors, and outside the...

Heat equation: Arbitrary temperatures at ends. If the ends x = 0 and x = L...

Heat equation: Arbitrary temperatures at ends. If the ends x = 0 and x = L of the bar in the text are kept at constant temperatures U1 and U2, respectively. The initial temp distribution is given by u(x, 0) = f (x). (a) What is the temperature u1(x) in the bar after a long time (theoretically, as t → ∞)? First guess, then calculate. (b) What is the temperature at any t. Use the heat equation given by ut...

A stick of length L moves past you, parallel to its length, at speed v. Let...

A stick of length L moves past you, parallel to its length, at speed v. Let your frame be S, and the stick's frame be S'. Call the event when the front of the stick passes you Event A, and the event when the back of the stick passes you Event B. Draw the Minkowski diagram to scale, including both frames, and putting in both events.

let L be the total length of the rod, Y its Young's modulus, and p its...

let L be the total length of the rod, Y its Young's modulus, and p its density. Express the normal mode frequencies in terms of L, Y and p( density). and find the allowed wavelengths.

Draw the displacement diagram for the motions specified. In each case the length of the diagram...

Draw the displacement diagram for the motions specified. In each case the length of the diagram is to be 120mm, and unless otherwise stated 30 degree intervals (10mm = 30 degrees) are to be used along theta's axis the height of the diagram is equal to the maximum follower displacement. a) Rise 3/4in with constant acceleration in 90 degree followed by a rise of 3/4in with constant deceleration in 90 degree. b) Dwell 30 degree c) fall 3/4in with constant...

Subjects