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

Q: ng discussed topics below. Absolute Dependent Motio Relative Motion Force and Acceleration :…

A: Absolute Dependent motion-     the movement that doesn't rely upon outside to the moving article for…

Q: What are the practical applications of Maxwell’s theorem in civil engineering?

A: The practical applications of Maxwell’s theorem in civil engineering are: The immediate plan of the…

Q: What is an Ecosystem?  Civil Engineering please explain very well thank you very much type a soft…

A: An ecosystem is a cycle of life where all the organisms (animal and plants) along with environmental…

Q: 4. Why the lines on the graph do not pass through the origin?

A: When any graph line does not pass through the origin, it means that when the input equals…

Q: Pls provide a step by step explanation

A: Given data: Isosceles triangle XYZ.

Q: Explain two-dimensional conformal.

A: A conformal field theory (CFT) is a field theory which is invariant under these transformations.…

Q: Define Closed-Form Solutions

A: Closed form solutions are obtained for the stresses and the elastic-plastic deformations when a…

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: (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: Give another example of Newton's third law of motion

A: Newton third law of motion: Newton's third law of motion states that for every action there is an…

Q: 8. Physical similitude has exactly the same geometric shape of the prototype.

A: TRUE

Q: What do we mean by dimensional homogeneity? Give an example.

A: Dimensional homogeneity is defined as a concept in which the dimension of all the variable in te…

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

A: Fluid is an important part of the fluid mechanic's sector. Liquids can compress or misalign three…

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

A: Everything we see around us, from roads, bridges, dams, sewage and pipeline systems, to buildings,…

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: schematic models  a. look like their real-life counterparts b. do not look at all like their…

A: Schematic models are more abstract than the physical models. While they do have some of the visual…

Q: When determining the symbolic length of x in a structure from the equation PL/EA, I am not sure how…

A: Let’s solve the above equation of axial deformation by taking an example:

Q: In engineering, what does a differential equation represent?

A: Brief c ncept intr d cti n- Differential eq ati n- It i an eq ati n that give a relati n hip between…

Q: What are the differences between density and apparent density?

A: Density is defined as the mass per unit volume for the same material. The volume of the voids are…

Q: Mathematical problems useful for engineering works are is

A: For plural we should use 'are'. For singular we should use 'is'.

Q: Explain what is meant by solid modeling.

A: Solution: Solid Modeling is basically the computer modeling of 3D solid objects. The main purpose of…

Q: Describe two situations in the field of engineering, specifically civil, in which motion quantities…

A: To describe two situations in the field of civil engineering where motion quantities and motion…

Q: Make the shear force and bending moment diagrams for beam ABCDE. Also find the maximum values ​​of…

A:

Q: Value the line theorem in the context of scale drawing.

A: Scale drawing: In the scale drawing, an object has exactly the same shape as the original object but…

Q: How were the equations in the table of "visual work product integration" derived? /in other words…

A:

Q: Write the applications of temperature and pressure in engineering design.

A: Temperature and pressure carry an important role in engineering applications and designs. It has…

Q: D E А Co

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: What is the difference between the slopes of a nonlinear model and a linear model?

A: The linear model is represented by a linear equation having a maximum of only one degree. The…

Q: What is internal static analysis. Write its advantages and disadvantages

A: Internal static analysis- Static analysis is an evaluation of the internal structure of the…

Q: Application of structural equation modeling in business

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

Q: Give examples of engineering variables that are based on the fundamental dimensions of length and…

A: Although all technical issues require the use of units, measurements and units are frequently…

Q: Define Finite Element Method

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

Q: Define computational methods

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

Q: Discuss or show the methods in solving Exact and Non-Exact Differential Equations.

A:

Q: Present a solution to a problem that lies within the domain/area of engineering modelling and…

A: Changes in design are common. It would be wonderful if we could completely eliminate change orders.…

Q: Write Down some applications of Vector Algebra in Civil Enginnering?

A: Vector is a quantity that has both magnitude and direction. Vector algebra has direct application in…

Q: Write a  note on the Basic Terminologies used in structure analysis

A: Structural analysis is a branch of civil engineering in which the construction and analysis of…

Q: How important is statistical analysis in civil engineering?

A: Introduction- Construction industry is often considered as the oldest engineering specialty. It is…

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: Arrow and node diagram

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

Q: statistical

A: introduction  Designing measurements consolidates designing and insights involving logical…

Q: some applications of Vector Algebra in civil engineering?

A: To define something which has both a direction and a value, vectors have been used in engineering.…

Q: analysis-doing by matlab

A:

Q: How can you apply vectors and scalar quantities in the study of motion What concepts can be applied…

A: 2: The concept that is applied in two dimensional motion is that we break motion into two…

Q: Calculate so that efforts are balanced. Use concepts of Solid Mechanics. Follow the image below.

A: For a structure to be balanced, the forces applied on that structure must be equal to the reactions…

Q: uid mechanics

A: The energy equation is an expression of the first law of thermodynamics or the law of conservation…

Q: Numerical techniques in civil engineering assignment

A: Given: f(x)=x3 + 2 To find: Integrate f(x) from x= 0 to 5 using trapezoidal rule a=0 b=5

Unit Conversion

Standard units are also called SI units. SI units are used for measuring a physical quantity satisfying certain conditions. There are two types of units: fundamental units and derived units. Fundamental units are physical quantities that are independent, that is, they do not depend on other quantities like mass, length, or time. There are plenty of quantities in our lives which need to be measured and compared. Measuring is the comparison of a particular physical quantity with its reference value. A unit is a measure of a fixed physical quantity. A physical quantity is the product of a unit and the numerical value we need to compare with.