Related InterviewSolutions

• Vorticity is thrice as much as the angular velocity.(a) True(b) FalseI had been asked this question in exam.I'm obligated to ask this question of Irrotational Flow in division Velocity Potential Equation of Aerodynamics
• If the Laplace equation is satisfied by the velocity potential, then the fluid flows.(a) True(b) FalseThe question was asked in homework.My question is from The Velocity Potential Equation in portion Velocity Potential Equation of Aerodynamics
• What is the nature of the flow having a velocity potential?(a) Rotational(b) Irrotational(c) Inviscid(d) ViscousThis question was posed to me in an international level competition.Question is from The Velocity Potential Equation in chapter Velocity Potential Equation of Aerodynamics
• Which of these equations represent vorticity?(a) ∇.V(b) ∇ × V(c) ∇.V^2(d) (∇.V) × VI have been asked this question in exam.The query is from Irrotational Flow in chapter Velocity Potential Equation of Aerodynamics
• Which of these conditions is not met at a point for irrotational flow?(a) \(\frac {∂w}{∂y} = \frac {∂v}{∂z}\)(b) \(\frac {∂w}{∂x} = \frac {∂u}{∂z}\)(c) \(\frac {∂v}{∂x} = \frac {∂u}{∂z}\)(d) \(\frac {∂v}{∂x} = \frac {∂u}{∂y}\)This question was posed to me in an internship interview.My question is taken from Irrotational Flow in division Velocity Potential Equation of Aerodynamics
• For an irrotational flow having velocity potential ϕ = 2x + 3z^2 – 4y^2 + 8x^2, the flow field satisfies continuity equation.(a) True(b) FalseThis question was posed to me in examination.This intriguing question comes from The Velocity Potential Equation in division Velocity Potential Equation of Aerodynamics
• What is the value of vorticity for a irrotational flow?(a) ω(b) 2ω(c) Zero(d) InfiniteThe question was posed to me in my homework.My doubt is from Irrotational Flow topic in section Velocity Potential Equation of Aerodynamics
• If the velocity potential is given by ϕ = +2x^2 – 4xy^2 + \( \frac {8x^2}{y}\), then what is the value of velocity component in x – direction at point (2,1)?(a) 30 m/s(b) 15 m/s(c) 36 m/s(d) 24 m/sThe question was asked by my school teacher while I was bunking the class.This key question is from The Velocity Potential Equation in chapter Velocity Potential Equation of Aerodynamics
• Which of these scenarios will lead to formation of vorticity?(a) Flow behind curved shock wave(b) Flow over a sharp wedge(c) Two – dimensional nozzle flow(d) Flow over a slender bodyI got this question during a job interview.The question is from Irrotational Flow topic in portion Velocity Potential Equation of Aerodynamics
• According to d’Alember’s paradox, what happens when the flow over a body is irrotational?(a) Results in infinite drag(b) Results in zero drag(c) Results in formation of vortices behind the body(d) Results in body forcesThe question was posed to me by my college professor while I was bunking the class.My enquiry is from Irrotational Flow in portion Velocity Potential Equation of Aerodynamics