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This section includes InterviewSolutions, each offering curated multiple-choice questions to sharpen your knowledge and support exam preparation. Choose a topic below to get started.

1.

For which of these flows, periodic or cyclic boundary conditions are applicable?(a) External flow over objects(b) Swirling flow inside a cylindrical furnace(c) Free surface flows(d) Buoyancy driven flowsThis question was addressed to me in final exam.This interesting question is from Boundary Conditions in portion Boundary Conditions of Computational Fluid Dynamics

Answer»

The correct option is (b) Swirling flow INSIDE a cylindrical furnace

The explanation: While solving swirling flow inside a cylindrical furnace, if cylindrical coordinates are used, we can pair the boundaries and hence PERIODIC or CYCLIC boundary CONDITIONS can be used.

2.

Which of these conditions is used to find the velocity component of the boundary while using constant pressure boundary condition?(a) Conservation of angular momentum(b) Conservation of linear momentum(c) Energy conservation(d) ContinuityI had been asked this question in an internship interview.This interesting question is from Boundary Conditions topic in portion Boundary Conditions of Computational Fluid Dynamics

Answer»

The correct option is (d) Continuity

Easiest explanation: VELOCITY components are obtained as PART of the solution procedure. The flow directions are obtained by ensuring that continuity is SATISFIED at every cell.

3.

Which of these is true for an impermeable wall?(a) \(\vec{V}=0\) above the surface(b) \(\vec{V}=0\) at the surface(c) \(\vec{V}.\vec{n}=0\) at the surface(d) \(\vec{V}.\vec{n}=0\) above the surfaceThe question was asked by my college professor while I was bunking the class.My query is from Boundary Conditions topic in chapter Boundary Conditions of Computational Fluid Dynamics

Answer»

Correct choice is (c) \(\vec{V}.\vec{n}=0\) at the surface

The BEST EXPLANATION: For an impermeable wall, there can be no mass FLOW into or out of the wall. Therefore, the velocity at the surface must be completely TANGENTIAL and its normal component will be zero (\(\vec{V}.\vec{n}=0\)).

4.

If we are solving a k-ε model, the values of k and ε _________(a) are either specified or estimated at the inlet(b) are either specified or estimated at the outlet(c) need not be specified or estimated anywhere(d) are not estimatedI have been asked this question in homework.The query is from Boundary Conditions topic in chapter Boundary Conditions of Computational Fluid Dynamics

Answer» CORRECT answer is (a) are either SPECIFIED or estimated at the inlet

The best explanation: The most accurate solutions can be achieved only if k and ε are specified at the inlet BOUNDARY. However, if it is not possible to provide, CFD CODES can estimate these values using a formula.
5.

Usually, in the inlet boundary conditions ___________ are known.(a) gradients of flow properties(b) diffusive fluxes of properties(c) convective fluxes of properties(d) flow propertiesThis question was posed to me at a job interview.The query is from Boundary Conditions in chapter Boundary Conditions of Computational Fluid Dynamics

Answer»

The CORRECT choice is (d) flow properties

The BEST I can explain: Flow properties in the INLET should be known. If the flow properties are not known, it is good to move the boundary as far as possible from the REGION of INTEREST.

6.

What is the shear force of a fluid (velocity \(\vec{u}\)) near the wall for a moving wall (velocity (\(\overrightarrow{u_{wall}}\)))?(a) \(\vec{F}=-\mu\frac{\vec{u}}{\Delta y}\times area\)(b) \(\vec{F}=-\mu\frac{\vec{u}-\overrightarrow{u_{wall}}}{\Delta y}\times area\)(c) \(\vec{F}=-\mu\frac{\vec{u}-\overrightarrow{u_{wall}}}{\Delta y}\)(d) \(\vec{F}=-\mu\frac{\vec{u}}{\Delta y}\)This question was posed to me in an internship interview.This interesting question is from Boundary Conditions in chapter Boundary Conditions of Computational Fluid Dynamics

Answer» CORRECT CHOICE is (b) \(\vec{F}=-\mu\frac{\vec{U}-\overrightarrow{u_{wall}}}{\Delta y}\times area\)

The explanation: Shear force is a PRODUCT of shear stress and area. Shear stress is defined by NEWTON’s law of viscosity. For moving walls, the relative velocity \(\vec{u}-\overrightarrow{u_{wall}}\) should be taken. Therefore, the shear force is given by \(\vec{F}=-\mu\frac{\vec{u}-\overrightarrow{u_{wall}}}{\Delta y}\times area\).
7.

Which of these is the best practice regarding outlet boundaries?(a) Outlet boundaries should be at the exact outlet of the geometry(b) Outlet boundaries should be set as close as possible to the inlet boundaries(c) Outlet boundaries should be set as far as possible to the physical geometry(d) Outlet boundaries should be set as close as possible to the physical geometryThis question was addressed to me in an interview.Question is taken from Boundary Conditions in chapter Boundary Conditions of Computational Fluid Dynamics

Answer»

Right option is (c) Outlet boundaries should be set as far as POSSIBLE to the physical geometry

Easiest explanation: At the outlet, usually we know only LITTLE about the FLOW properties. For this reason, we should set the outlet boundary CONDITIONS as far as possible from the region of INTEREST. Otherwise, error may propagate upstream.

8.

The diffusive fluxes in the inlet boundary conditions _________(a) are specified(b) can be calculated(c) are not necessary(d) should be approximatedI have been asked this question in semester exam.This is a very interesting question from Boundary Conditions topic in section Boundary Conditions of Computational Fluid Dynamics

Answer»

Correct answer is (d) should be APPROXIMATED

Easiest explanation: The diffusive fluxes are usually not known. They should be approximated USING the BOUNDARY values of the variables and one-sided FINITE DIFFERENCE approximations for the gradients.

9.

The convective fluxes in the inlet boundary layer _________(a) are specified(b) can be calculated(c) should be approximated(d) are not necessaryThe question was asked in a job interview.The origin of the question is Boundary Conditions topic in division Boundary Conditions of Computational Fluid Dynamics

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The CORRECT choice is (B) can be calculated

The BEST explanation: The convective FLUX of a property is a product of mass flow rate and the flow property. So, it can be easily OBTAINED from the known values.

10.

Which of these represents the temperature of the fluid layer immediately near the wall at a condition analogous to no-slip? Note: Tw is the temperature at the wall.(a) T=-1(b) T=1(c) T=Tw(d) T=0The question was posed to me in quiz.Question is taken from Boundary Conditions in chapter Boundary Conditions of Computational Fluid Dynamics

Answer» CORRECT CHOICE is (C) T=Tw

Easiest explanation: For a condition analogous to no-slip in temperature, the temperature of the fluid LAYER near the wall is the same as the wall temperature. Therefore, T=Tw.
11.

Which of these statements is false regarding the pressure correction at boundaries?(a) Pressure reference is set at the inlet boundaries(b) Pressure reference is set at the outlet boundaries(c) The link to the inlet boundary side is suppressed(d) The link to the outlet boundary side is suppressedI got this question during a job interview.This intriguing question comes from Boundary Conditions topic in section Boundary Conditions of Computational Fluid Dynamics

Answer» RIGHT answer is (B) PRESSURE reference is set at the outlet boundaries

The best I can explain: Pressure reference is set at the inlet boundaries and the link to the inlet SIDE is suppressed. In the outlet boundaries, there is no NEED for setting another reference pressure but the link to the outlet side is suppressed.
12.

The Neumann and Dirichlet boundary conditions are _________ and _________ in mathematical terms.(a) value specified, flux specified(b) flux specified, value specified(c) flux specified, gradient specified(d) value specified, time specifiedI got this question in a national level competition.I would like to ask this question from Boundary Conditions in division Boundary Conditions of Computational Fluid Dynamics

Answer»

Correct option is (b) flux specified, value specified

To explain: In MATHEMATICAL terms, NEUMANN BOUNDARY conditions are called flux specified and Dirichlet boundary conditions are called value specified boundary conditions. These names are based on their CHARACTERISTICS.

13.

While applying the constant pressure boundary condition, which of these is done?(a) Pressure is set to 0(b) Pressure correction is set to 1(c) Pressure correction is set to zero(d) Pressure is set to 1I had been asked this question in quiz.My question comes from Boundary Conditions in division Boundary Conditions of Computational Fluid Dynamics

Answer» RIGHT answer is (c) Pressure correction is set to zero

To explain I WOULD say: When CONSTANT pressure BOUNDARY is used, pressure is set to a fixed value which is the boundary pressure value and pressure correction is set to zero.
14.

Which is not a type of boundary conditions in CFD?(a) Cyclic boundary conditions(b) Symmetry boundary conditions(c) Wall boundary conditions(d) Nodal boundary conditionsThe question was asked in an interview for internship.This is a very interesting question from Boundary Conditions in portion Boundary Conditions of Computational Fluid Dynamics

Answer» CORRECT answer is (d) Nodal boundary conditions

The best EXPLANATION: Boundary conditions are not defined at nodes and nodal boundary conditions do not EXIST. There are many types of boundary conditions in CFD. Some of them are

Wall boundary conditions

Symmetry boundary conditions

Inlet boundary conditions

Outlet boundary conditions

Constant PRESSURE boundary conditions

Periodic or cyclic boundary conditions
15.

Which is true for a symmetry boundary?(a) Diffusive flux is non-zero(b) Diffusive flux is zero(c) Convective flux is zero(d) Convective flux is non-zeroThe question was posed to me by my college director while I was bunking the class.This is a very interesting question from Boundary Conditions topic in division Boundary Conditions of Computational Fluid Dynamics

Answer»

Right choice is (c) Convective flux is zero

The explanation: The convective flux at a SYMMETRY boundary is always zero. The diffusive flux may or may not be zero DEPENDING upon the coincidence of this boundary with the CARTESIAN COORDINATES.

16.

Which among these is a combination of value specified and flux specified boundary conditions?(a) Dirichlet(b) Mixed(c) Neumann(d) SymmetryI have been asked this question by my school teacher while I was bunking the class.This intriguing question comes from Boundary Conditions in section Boundary Conditions of Computational Fluid Dynamics

Answer» RIGHT choice is (b) MIXED

Explanation: TYPE 3 boundary CONDITIONS are the mixed boundary conditions. Mixed boundary condition combines Neumann and Dirichlet boundary conditions.
17.

Constant pressure boundary condition makes the pressure correction cell nearest to the boundaries to act as ____________(a) Source or sink of mass(b) Source or sink of heat(c) Convection cell(d) Diffusion cellI had been asked this question by my school principal while I was bunking the class.Query is from Boundary Conditions in section Boundary Conditions of Computational Fluid Dynamics

Answer»

Correct option is (a) Source or SINK of mass

The explanation is: While implementing constant PRESSURE BOUNDARY conditions, the NEAREST pressure correction cell acts as a source or sink of mass. This happens for all pressure boundary cells.

18.

In Dirichlet boundary conditions, the flux values _________(a) can be calculated(b) are unknowns(c) are known(d) are 0This question was posed to me in an online quiz.This key question is from Boundary Conditions topic in portion Boundary Conditions of Computational Fluid Dynamics

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The correct answer is (a) can be calculated

To explain: In DIRICHLET boundary conditions, the VALUE of the flow property will be given. By USING this, the FLUX values can be created. They are not unknowns.

19.

Which among these is used to specify a particular problem which we consider for solving in CFD?(a) Boundary conditions(b) Governing equations(c) Governing laws(d) Solution methodThis question was addressed to me during an interview.My enquiry is from Boundary Conditions in division Boundary Conditions of Computational Fluid Dynamics

Answer»

The correct option is (a) Boundary conditions

To explain I would say: Boundary conditions can DEFINE a PARTICULAR problem. When the same governing equations are USED to solve different problems, boundary conditions are the ONE which MAKES the problem unique.

20.

For cyclic boundary conditions, which of these should be equated?(a) The flow variables(b) Gradient of the flow variables(c) Flux of the flow variables(d) Second derivative of the flow variablesI have been asked this question in semester exam.My doubt is from Boundary Conditions in portion Boundary Conditions of Computational Fluid Dynamics

Answer»

Correct choice is (c) Flux of the FLOW variables

The EXPLANATION: The flux of the flow variables in the inlet cyclic boundary should be matched with that of the OUTLET cyclic boundaries to apply a cyclic boundary. For EXAMPLE the flux of Φ1,j and Φn-1,j

21.

Which of these pose a problem in constant pressure boundaries?(a) Velocity(b) Flow direction(c) Density(d) Heat flux directionThis question was posed to me by my college professor while I was bunking the class.My query is from Boundary Conditions topic in division Boundary Conditions of Computational Fluid Dynamics

Answer» CORRECT choice is (b) FLOW DIRECTION

To explain: CONSTANT pressure boundaries are USED when the velocity is unknown. The main problem in this is the flow direction. It has to be found while solving the flow properties.
22.

For a symmetry boundary, which is correct?(a) Vn≠0, τnn=0(b) Vn≠0, τnn≠0(c) Vn=0, τnn≠0(d) Vn=0, τnn=0I got this question in a job interview.Asked question is from Boundary Conditions in division Boundary Conditions of Computational Fluid Dynamics

Answer»
23.

The mass flux out should be equal to the mass flux in. This is in accordance with _________(a) energy conservation(b) momentum conservation(c) continuity condition(d) flux conservationThis question was posed to me in an interview for internship.The query is from Boundary Conditions topic in division Boundary Conditions of Computational Fluid Dynamics

Answer» RIGHT option is (c) continuity condition

To explain I would say: The theory of continuity (MASS conservation) states that the inlet and outlet mass fluxes should be the same. So, they are always MATCHED by some EXTERNAL CALCULATIONS.
24.

The velocity components in the nodes which are not at the boundary are found using ____________(a) energy equation(b) continuity equation(c) equations of state(d) momentum equationI have been asked this question in an interview.Origin of the question is Boundary Conditions topic in portion Boundary Conditions of Computational Fluid Dynamics

Answer»

Correct choice is (d) momentum equation

The best EXPLANATION: The VELOCITIES in the non-boundary nodes are found using u and v-momentum equations. After this, the boundary SIDE velocity COMPONENT is obtained using these values.

25.

Which of these following is used to match the outlet and inlet flow velocities?(a) uN,j = uN-1,j×\(\frac{M_{in}}{M_{out}}\)(b) uN-1,j = uN,j×\(\frac{M_{in}}{M_{out}}\)(c) uN-1,j = uN,j×\(\frac{M_{out}}{M_{in}}\)(d) uN,j = uN-1,j×\(\frac{M_{out}}{M_{in}}\)This question was addressed to me during an interview for a job.I want to ask this question from Boundary Conditions topic in portion Boundary Conditions of Computational Fluid Dynamics

Answer»

Right choice is (a) uN,J = uN-1,j×\(\frac{M_{in}}{M_{out}}\)

Explanation: To match the flow velocities, velocity in the NODE immediate west of the outlet is multiplied by the mass ratio \(\frac{M_{in}}{M_{out}}\). This will help US to maintain CONTINUITY.

26.

An extra grid is used before the physical boundary. What is the use of this grid?(a) To store the inlet boundary values(b) To solve the discretized equation(c) To calculate the inlet boundary values(d) To solve the system analyticallyThe question was posed to me in an online interview.The doubt is from Boundary Conditions topic in section Boundary Conditions of Computational Fluid Dynamics

Answer»

Right CHOICE is (a) To store the INLET boundary values

Explanation: The grid extends outside the physical boundary and these NODES are used to store the inlet variables. The discretized equation is solved starting from the first internal CELL.

27.

Which of the following applies to a symmetry boundary?(a) There is no flow and no scalar flux across the boundary(b) There are flow and scalar fluxes across the boundary(c) There is no scalar flux but flow is possible across the boundary(d) There is no flow but scalar flux is possible across the boundaryI got this question during an internship interview.This question is from Boundary Conditions topic in portion Boundary Conditions of Computational Fluid Dynamics

Answer»

The correct ANSWER is (a) There is no flow and no SCALAR FLUX ACROSS the boundary

Explanation: There are 2 conditions for a symmetry boundary: There is no flow across the boundary and there is no scalar flux across the boundary.

28.

For no-slip condition, which of these is true regarding the pressure correction equation if the wall is at the bottom?(a) an=0(b) aw=0(c) ae=0(d) as=0I got this question in quiz.Query is from Boundary Conditions topic in division Boundary Conditions of Computational Fluid Dynamics

Answer»

Correct answer is (d) as=0

Best EXPLANATION: When VELOCITIES are known near the wall for no-slip condition, PRESSURE CORRECTION is UNNECESSARY. As the wall is at the bottom here, we set as=0 to omit pressure correction in the southern side.

29.

Initial conditions are used for __________ problems.(a) time-dependent problems(b) boundary value problems(c) control volume problems(d) finite difference problemsThe question was posed to me in an interview for internship.My doubt stems from Boundary Conditions in portion Boundary Conditions of Computational Fluid Dynamics

Answer»

Right option is (b) boundary value PROBLEMS

Explanation: For time-dependent problems, INITIAL conditions are used to SPECIFY the conditions at t=0. This will be helpful to find the SOLUTIONS at the time points.

30.

The pairing operation can be done for all properties except ___________ of a flow.(a) pressure(b) density(c) velocity components(d) temperatureThe question was asked in an interview.The origin of the question is Boundary Conditions topic in section Boundary Conditions of Computational Fluid Dynamics

Answer»

The correct OPTION is (C) VELOCITY components

Explanation: Pairing can be done for all PROPERTIES except the velocity components. Velocity components cannot be paired for the INLET and outlet boundary pairs.

31.

For inviscid flows, which is correct immediately near the wall?(a) \(\vec{V} ≠ 0\)(b) \(\vec{V} = 0\)(c) \(\vec{V} > 0\)(d) \(\vec{V} \lt 0\)This question was addressed to me by my school principal while I was bunking the class.The question is from Boundary Conditions topic in division Boundary Conditions of Computational Fluid Dynamics

Answer»
32.

For a no-slip condition which of these about velocity components is true near the wall boundary?(a) u=1, v=0, w=0(b) u=0, v=0, w=0(c) u=0, v=1, w=0(d) u=0, v=0, w=1The question was asked in unit test.This question is from Boundary Conditions topic in portion Boundary Conditions of Computational Fluid Dynamics

Answer»

The correct CHOICE is (b) u=0, v=0, w=0

Best EXPLANATION: No-slip is the ideal condition with the highest viscosity. Here, the FLUID is relatively stationary with the wall and all of the VELOCITY components are zero. Therefore, u=0, v=0, w=0.

33.

When do we use a constant pressure boundary condition?(a) When there is an impermeable boundary(b) When there is constant pressure(c) When we do not know the flow distribution but we know the pressure at the boundaries(d) When we do not know the pressure at the boundariesThe question was posed to me by my school teacher while I was bunking the class.My enquiry is from Boundary Conditions topic in portion Boundary Conditions of Computational Fluid Dynamics

Answer» RIGHT option is (C) When we do not know the FLOW distribution but we know the pressure at the boundaries

To elaborate: When the flow distribution including velocity are not properly known but the boundary pressures are known, a CONSTANT pressure boundary CONDITION is used.
34.

Periodic or cyclic boundary conditions are a type of ____________(a) wall boundary conditions(b) constant pressure boundary conditions(c) inlet boundary conditions(d) symmetry boundary conditionsThis question was posed to me during an online interview.This question is from Boundary Conditions topic in portion Boundary Conditions of Computational Fluid Dynamics

Answer»

The CORRECT option is (d) SYMMETRY BOUNDARY conditions

The BEST I can explain: Periodic or cyclic boundary conditions are repeated symmetry boundary conditions. The matching of VARIABLES in Periodic or cyclic boundary conditions is done in the same way how it is done for symmetry boundary conditions.

35.

What are the two major types of boundary conditions?(a) Wall and symmetry(b) Inlet and outlet(c) Dirichlet and Neumann(d) Initial and physicalThe question was asked in an interview.This is a very interesting question from Boundary Conditions in portion Boundary Conditions of Computational Fluid Dynamics

Answer» CORRECT choice is (C) Dirichlet and NEUMANN

The explanation is: Dirichlet and Neumann boundary CONDITIONS are the two boundary conditions. They are used to define the conditions in the physical boundary of a problem.
36.

Which of these is not a combination of Neumann and Dirichlet Boundary conditions?(a) Cauchy boundary conditions(b) Wall boundary conditions(c) Mixed boundary conditions(d) Robin boundary conditionsThe question was posed to me in my homework.This key question is from Boundary Conditions topic in division Boundary Conditions of Computational Fluid Dynamics

Answer»

Correct option is (B) Wall BOUNDARY CONDITIONS

Best EXPLANATION: Wall boundary conditions are the boundary conditions specified at walls. The other types (Cauchy, mixed and Robin boundary conditions) are DIFFERENT combinations of Dirichlet and Neumann Boundary conditions.

37.

The boundary condition represented in the following diagram is ___________(a) Dirichlet(b) Periodic(c) Neumann(d) AxisymmetricI have been asked this question during an interview for a job.This key question is from Boundary Conditions topic in division Boundary Conditions of Computational Fluid Dynamics

Answer»

Right answer is (c) Neumann

Explanation: In the diagram, the HEAT flux value is given. This KIND of boundary CONDITION where the flux of a PROPERTY is given is called the Neumann boundary condition.

38.

A symmetry boundary is treated the same as a wall boundary for this reason.(a) There is flow across this boundary(b) No convection flux across this boundary(c) There is convection flux across this boundary(d) No flow across this boundaryThe question was posed to me in an international level competition.This key question is from Boundary Conditions topic in portion Boundary Conditions of Computational Fluid Dynamics

Answer»

The correct answer is (d) No flow across this boundary

Explanation: A SYMMETRY boundary is TREATED as a WALL boundary (for its no flow across the boundary) with an additional condition that there is no SCALAR FLUX across this boundary.

39.

_________ is fixed at one inlet node and pressure correction is set to _________ in that node.(a) Gauge pressure, one(b) Absolute pressure, one(c) Gauge pressure, zero(d) Absolute pressure, zeroI have been asked this question by my school teacher while I was bunking the class.This interesting question is from Boundary Conditions in chapter Boundary Conditions of Computational Fluid Dynamics

Answer»

Correct OPTION is (d) Absolute PRESSURE, zero

For EXPLANATION I would say: While calculating, the pressure FIELD does not give absolute pressures. A reference pressure should be set before to resolve this problem. To set a reference pressure, absolute pressure is fixed at inlet node and pressure correction is set to zero there.

40.

Which of these best define the Dirichlet boundary conditions for the property Φ at a point ‘b’ in a boundary?(a) \(\frac{\partial^3 \Phi}{\partial^3 x}\)(b) \(\frac{\partial^2 \Phi}{\partial^2 x}\)(c) \(\frac{\partial\Phi}{\partial x}\)(d) ΦbI got this question by my school principal while I was bunking the class.My enquiry is from Boundary Conditions in chapter Boundary Conditions of Computational Fluid Dynamics

Answer»

Correct ANSWER is (d) Φb

The BEST I can EXPLAIN: DIRICHLET boundary conditions are where the values of the properties are DIRECTLY given. So, among the options given, Φb represents the Dirichlet boundary condition.