The kinematic chain shown in the figure is a O Mechanism with two degree of freedom Structure O Mechanism with one degree of freedom O Mechanism with more than two degrees of freedom

Q: Which of the following materials are characterized by high strength with low density? O Polymers O…

A: Question 2 is incomplete, so I have to solve question 1 only.  solution of question 1 is given…

Q: Find the transfer function of the rotational mechanical system shown in the figure, where θ1(t) is…

A: Given, Inertia: J1=50 kg-m2J2=100 kg-m2 Damping coefficient: D2=100 N-m.s/rad Spring constant:…

Q: What is the interaction formula?

A: When the structures are under combined loading then to determine the failure in them interaction…

Q: kinematic chain shown in the Figure shown below

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Q: 1- Provide the equations of motion hidden object Figure 1. in x and Z directions with the

A: Given: To find: Equation of motion

Q: A linear system satisfies the properties of superposition and homogeneity. O True False

A: Given: A linear system satisfies the properties of superposition and homogeneity. To find: True or…

Q: I am calculating mobility in kinematic chains with Kutzbach criterion. I am having trouble…

A: From the Kutchback relation, the relation for mobility is,

Q: The path of a moving point Pis defined by the equation y=60-(x³/3). The displacement of the point…

A: Given: The path of the moving point is defined by the equation y=60-x3/3.   The displacement of…

Q: A planar mechanism has 8 links and 10 rotary joints. The number of degrees of freedom of the…

A: Here, Number of links = l = 8 Number of rotary joints = 10   Degrees of freedom as per Grubler's…

Q: 4: A rod of length L. coincides with the interval [0, L] on the x-axis. Let u(x, t) be the…

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Q: www k4 -F2 (a)

A: In the figure we can see that there are 4 elements and 5 nodes are in the system   The…

Q: Show that a one-DOF mechanism with only lower pairs always has an even number of links.

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Q: Inversion of mechanism is a method of adjusting the links of a kinematic chain in such a way that…

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Q: Find the degree of freedom of the mechanisms in Fig. using kutzbatch equation

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Q: onsider an electrical motor with mass M = 117 kg located at the tip of a rigid beam pivoted at point…

A: Total machine massSpring constantDamping coefficientLength of the beamUnbalance massEccentricityThe…

Q: Calculate the steady-state temperatures for nodes 1 to 9 in Figure P3-58. h = 25 W/m² °C T = 5°C 2 3

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Q: A 100 gwire is held under a tension of 250 N with one end at x 10.0 cm. At time t = 0, pulse 1 is…

A: Given: The mass of wire, m = 100 gm = 0.1 kg The tension in the wire, T = 250 N The length of wire,…

Q: Estimate the mobility and nature of the kinematic chain shown in the Fig

A: Given: The kinematics chain is given.

Q: Problem 2: Given this network of capacitors: C2 C1 4 uF 1 uF C3 3 uf C4 2 uf C5 2 uf Assuming the…

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Q: If the nodal displacement for the element in figure below Calculate the displacement at point…

A: Given Data: x1 = 1 y1 = 1 x2 = 8 y2 = 2 x3 = 4 y3 = 6 Find: Calculate the displacement at point…

Q: Don't use chatgpt will upvote

A: (If doubt then aks. Please like.)

Q: Topic: Time Response Please Make it digital instead of handwritten if applicable but it can't…

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Q: 4- Two types of bonds are found in ceramics: Covalent and metallic Van der waals and ionic ionic and…

A: To find :-  Coreect option

Q: The mass equals 1 kg, the spring constant equals 25 N/m, and the damping coefficient equals 0.05…

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Q: 4. Calculate and solve the characteristic equation for the following system: 62 -1 [ 2 ] *0 + [37] ×…

A: Step 1:Step 2:Step 3: Step 4:

Q: You are given a number of 32 2 resistors, each capable of dissipating only 1.8 W without being…

A: Solution given below

Q: Find the degrees of freedom of the following mechanism:

A: Hello. Since you have posted multiple questions and not specified which question needs to be solved,…

Q: Don't Use Chat GPT Will Upvote And Give Handwritten Solution Please

A: Step 1:Step 2:Step 3: Step 4:

Q: b . B is (0, 100m Given: C 15 (-30m, -40m, 0) •A is (60m, 80m, 0) - Height 00 is 100 m and the TN 1…

A: Given data  Force DC = 100 N Coordinates of points  C= (-30,-40,0)m A= (60,80,0) m B = (0,100,0)…

Q: c) Figure Q4 (c) shows two different modes of one-dimensional chain of atoms vibrate by displacing…

A: A molecular vibration is a periodic motion of the atoms of a molecule relative to one other in…

Q: 4) Using the energy method, obtain the equation and natural frequency of the system shown in Figure…

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Q: A tall, uniform, rectangular block sits on an inclined plane as shown in Figure [1]. If u_s = 0.4,…

A: Givenμs=0.4 let mass of block is 'm'

Q: 02(s) for rotational system in Figure 1. T(s) Find the transfer functions G(S) %3D 250 N-m/rad N3 =…

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Q: Consider the differential equation (D³ - D² +D-1)y = 4sin x. Find yc

A: For given differential equation consider characteristic equation which will be,…

Q: Q4/ Write the nodal equation for nodes 1 through 9 shown in Figure h=25 W/m2-°C T-5°C 1 3 T= 100°C…

A: since left wall is insulated the temperature of left wall in steady state will be = 100C…

Q: A rotary electro-mechanical system that converts direct current electrical energy into mechanical…

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Q: 5. The temperature distribution along a fin with insulated tip is given by: mx e

A: Temperature distribution along fin with insulated tip to be find out

Q: Identify whether the following chain are constrained or unconstrained

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Q: 1- Velocity of the slider block F. 2- Angular velocity of the link DE. And 3- Velocity of sliding of…

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Q: Find the degrees of freedom using grueblers equation

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Q: Explain the words "multidimensional" and "parallel" with an example.

A: Given question :   Explain the words "multidimensional" and "parallel" with an example.

Q: Question 3 a) Consider the system shown in Figure Q3a, consisting of a spring connected to the free…

A: Step 1:Step 2: Step 3: Step 4:

Q: Find the reactions:

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Q: What are the two key properties of Hermitian operators?

A: Given Hermitian operators To find Key properties

Conservation of Energy

In physics, the rule of the conservation of energy states that energy doesn’t disappear from the atmosphere; instead, it changes its form from one type to another. Energy is one of the most important physical quantities in nature, and it cannot be created or destroyed — only transformed.