Q1: Difference between Finite element analysis and finite element methods ?

Q: How do you display text and values in MATLAB?

A: MATLAB is a restrictive multi-worldview programming language and numeric processing climate created…

Q: Is it true that the coefficient of uniformity can be less than unity?

A: coefficient of uniformity

Q: difference between finite element analysis and finite element method

A: The finite element method is generally a numerical technique used to perform finite element analysis…

Q: 1. Which of the numerical differentiation methods do you prefer? Why? 2. Which of the numerical…

A: 1)Of all the numerical methods of differentiation, second derivative method for numerical…

Q: Why finite element solutions are superior to other numerical solution methods, explain with figures…

A: A finite element method is a numerical technique to find an approximate solution to a class of…

Q: (Civil Engineering Mathematics) Triple Integrals. Divergence Theorem of Gauss Try to describe the…

A: Triple Integral is evaluated by three successive integrations. It has a domain of three-dimension.…

Q: (a) How do you assess the accuracy of a finite element solution for a problem with an unknown…

A: The finite element method(FEM) is a broadly involved technique for mathematically settling…

Q: This is double integration method. Can I see the solution for the virtual work method?

A:

Q: Find the Fourier series to represent a function of f (x) = x3 in the interval of (0, c).

A: Let fx=a02+a1cosx+a2cos2x+...+ancosnx+...+b1sinx+b2sin2x+...+bnsinnx+.... Here,…

Q: Difference between Finite element analysis and finite element method? ...I need in one hour...

A: Finite element analysis (FEA) and Finite element method (FEM) both perform together to provide…

Q: double integration method.

A:

Q: What are y, and y2 in the adjoining graph

A: The given figure is shown below:

Q: Expalin why a Finite Element Method is powerful tool to replace the experimental programs?

A: Solution: The finite element method is a widely used method in order to solve numerically…

Q: 1. Discuss a laboratory experiment in Civil Engineering that uses Curve Fitting to represent data.

A: INTRODUCTION- For effective foundation design with a suitable method of soil improvement, the…

Q: 4. Which among the following cannot be used as an alternative term for a "solenoidal vector field"?…

A: Given question is from fluid mechanics .

Q: What must be true in order to ADD two matrices?

A: The correct answer is Dimension/ size must be equal

Q: What is the difference between the direct method and the method of weighted residuals for deriving…

A:

Q: Deflections of beams by double integration method with example

A: You must be aware of the beam equation : d2ydx2 = 1R = MEIEId2ydx2 = M We also know, M = moment, y =…

Q: Double Integration

A:

Q: Why does MATLAB play a role in solving computational geometry problems?

A: MATLAB is a short form of Matrix Laboratory, reason being it was invented in order to solve…

Q: Explain what the differences between finite difference method and finite volume method.

A: Computational fluid dynamics (CFD) is a computer simulation tool for modelling fluid dynamics, that…

Q: Application of structural equation modeling in business

A: For its distinctive capacity to evaluate and concentrate just on large variables that most…

Q: Discuss the importance of boundary layer approximation in finding the solution of fluid flow problem

A: A boundary layer is normally a thin layer of viscous fluid close to the solid surface of a wall in…

Q: Define Finite Element Method

A: The finite element analysis (FEM) is indeed a widely used technique for quantitatively calculating…

Q: DE- determination of integrating factors

A:

Q: Define computational methods

A: Computational methods are mathematical simulation models to study and analyze the behaviour of…

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

A: Answer Introduction The finite element method is used in the field of civil, mechanical, automotive,…

Q: Why is important to know differential calculus?

A: Differential calculus is a branch of calculus in mathematics that examines the rates at which…

Q: (1) Analyze the geometric construction of following system E DA F

A: For any beam, grid, truss, or portal to analyze the geometry we need to see that structure is…

Q: Solve by hand please

A:

Q: * Surface Integrals

A: Surface integrals is part of calculus mathematics.it is generalization of multiple integrals to…

Q: what method can be used to determine whether the calculated Forward-difference,…

A:

Q: Explain the difference between the element-by-element and matrix operations.

A: The two types of arithmetic operations are: 1. Element by element or array operations 2. Matrix…

Q: Where to use the topics in Numerical Solutions to CE Problems. Such as Laplace/Inverse Laplace Power…

A: Laplace and Inverse Laplace similarly vector analysis, geotechnical and fluid mechanics, especially…

Q: Arrow and node diagram

A: To find the arrow and node diagram we have to establish a network between the activities by the…

Q: ntroduce the importance of gradation curve

A:

Q: analysis-doing by matlab

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Q: integration

A:

Q: What is the method of least squares and why is it u

A: The method of least squares: The least squares approach is a type of mathematical regression…

Q: Explain the following terms briefly: (i) Displacement thickness. (ii) Von Karman Approximation…

A: (iii) Lift is the component of force perpendicular to and Drag is a force parallel to the flow…