what is the displacement method in Finite element method.

Q: Let P(x) be the second degree Lagrange interpolating polynomial that fits the data (1,1), (2, -1)…

A: The data given below; x f(x) 1 1 2 -1 4 2

Q: Which procedure provides a method that may be used to apply Cstigliano's second theorem?

A: Castigliano’s theorem is used to identify the deformation in a body (by external load). For the…

Q: Discuss the process of solving engineering problems using MATLAB • Linear interpolation •…

A: given; Discuss the process of solving engineering problems using MATLAB • Linear interpolation •…

Q: 100°C 500°C 500°C 400°C Can you fold it to reduce number of node equation? if yes which nodes are…

A: Given : To find : Equal nodes

Q: what role did the computer play in the use of finite element method?

A: The role of the computer in the use of finite element method is, The model and the prototype of the…

Q: Define the term Inverse matrix?

A: To define the Inverse Matrix, take a square matrix A. Matrix A should be non-singular, it means the…

Q: O Find the Positive value of * Mhat stisfie the equ4ation fuse Bisection methed} x- 2X-1= o

A:

Q: Define Variable separable

A: A differential equation in which the variables can be simply segregated on each side and the…

Q: olve the following problem involving the heat equation:

A: This is a basic problem of Heat Transfer. The concept of one-dimensional heat transfer is utilized…

Q: (b) For the configuration shown below. Write the finite difference equation under steady state…

A:

Q: 22 + xe' dy + (1) dæ = 0

A:

Q: nciple of superposition and (a)find the possible values of r, (b) th =1kg, k=100 N/m, Y=0.2 m, and…

A: Given as,

Q: Use the inverse transforms of some basic functions to find the given inverse transform. L f(t) =

A:

Q: 3. For 4-DOFS system, what are the natural frequencies that c using Standard matrix iteration…

A:

Q: Discuss the finite element method in detail.

A: Given Data⇒ Finite element method Problem definition⇒ Problem says Discuss the finite element method…

Q: question 3 Find all the macroscopic and microscopic states of the system in the adjacent figure ttt…

A:

Q: methods in m

A: introduction: Metal fabrication firms, despite having a plethora of machinery and techniques at…

Q: What is the return type of angles function in MATLAB

A: Engineers and scientists use MATLAB to evaluate and build systems and products that change the…

Q: Given 3 + 5y² = sinx, y(0.3) = 5 and using a step size of h = 0.3, what is the value of y(0.9)?

A:

Q: Given: Time, t (s) 0 Position, x (m) 0 Using Centered-Finite Difference Method, find: find the…

A: as per the central difference method we know that f'(xi)=f(xi+1)-f(xi-1)2hh = step difference

Q: are with uniformly distributed lc

A: given:

Q: We learned several numerical methods in this course. Please match the methods on the left side vith…

A: 1) Finite difference -------  d) Numerical differentiation 2) False Position----------- a) Root…

Q: Hazan-Williams equation can be used to define sprinklers distribution patterns Select one: O True…

A: Gardner Williams and Allen Hazen conducted various experiments to record friction losses in pipes.…

Q: 200N 350N 3 30° 250N

A:

Q: List five typical areas of engineering where the finite element method is applied.

A: There are so many areas of engineering where finite element method is applied. The typical five…

Q: B) Could the following matrix represent a Stiffness Matrix? 1 -1 -1 -5 121. Yes No

A:

Q: e finite element equations fc

A: Need to derive the finite element equations for a torsion element.

Q: A K- type thermocouple is used to measure the temperature in a heating process. The length of the…

A:

Q: project Select one: O a. Delphi Technique O b. Time series models O C. Causal models

A: Brainstorming: It is an exercise in which different persons from different backgrounds discuss on a…

Q: For the Thermistor given below using piecewise approximation method combined with line regression to…

A: Consider the table shown below for the given data: T ADC counts 0 928 20 785 40 654 60…

Q: When is weak form called variational form state the contition

A: The standard differential equation is in strong form. The differential equation can also be…

Q: Find the general solution for the following first order D.Es? b) x*dy + (y? - xy)dx 0 d) (x + xy -…

A:

Q: Mo To 2k /7 1/7

A:

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

A: Given Hermitian operators To find Key properties

Q: Iterative methods are prefered over direct inversions in case of a. Orthonormal matrices b. Dense…

A: Ans :-  The iterative methods preferred in coefficient matrix only indirectly. It can used any…

Q: (d) If the problem has multiple optimal solutions, then the prob- lem must have a bounded feasible…

A: In this problem, we have to answer only part (d).

Q: 2- Consider figure represented below: If the number of finished goods () is 10,000, then what is the…

A: From the above figure, Input is x1 and output is x5 It is given that the output is 10000 and the…

Q: How can speed be attained from path function and time?

A: Path function is defined as the representation of path in the equation form such as, fx=at2+bt+c…

Q: Name: Find the derivative of the following. Show your solutions. 1. What is (3x) ? Section: 2. What…

A:

Q: Find the relation between backwards finite difference and average operator.

A:

Q: A J- type thermocouple is used to measure the temperature in a heating process. The length of the…

A: Given: Length of bare material (L) = 120 mm Thickness (t) = 1.5 mm Density (Q) = 8535 kg/m3 Specific…

Q: (b) For the configuration shown below. Write the finite difference equation under steady state…

A: The finitie difference equation under the conditon of steady-state for the node (m,n) is given by,…

Q: B. Equation below is used for calculating operating power of the reactor, P = ERE Sp dV critical…

A: b) Firstly let us acknowledge that neutron density (n), neutron flux (ϕ) and neutron power (P) are…

Free Body Diagram

The system of forces acting on a body tends to either rotate it or make the body undergo motion. In general, when an external agent exerts a force on a body, the body undergoes translational motion and rotational motion. The body has six degrees of freedom under the influence of that force. Here, three degrees of freedom are from the translational motion while the other three are from the rotation motion. However, sometimes the bodies are not allowed to undergo any motion and are fixed, under such conditions the body is said to be constrained.