Schrodinger Equation Question & Answers September 3, 2022 By WatElectronics This article lists 50 Schrodinger equation MCQs for engineering students. All the Schrodinger equation Questions & Answers given below include a hint and a link wherever possible to the relevant topic. This is helpful for users who are preparing for their exams, or interviews, or professionals who would like to brush up on the fundamentals of the Schrodinger equation. A Schrodinger equation is a linear-based partial differential form of the equation. A German physician Werner Heisenberg discovered this equation. This governs the waveform of quantum mechanics. Schrodinger equation is a part of Newton's second law, where F=ma. The Schrodinger-based equation provides the evolution over data related to wave function, quantum mechanics, and physical system isolation. The mathematical methods of Schrodinger are matrix mechanism and path integral formula. The applications of Schrodinger equations include wave mechanics, atomic structure, and electron energy. The disadvantages of the Schrodinger wave equation are complicated in understanding the physical model of electrons as waves. 1). A Schrodinger equation is a ___ form of equation? Linear Partial differential Non linear Both a and b Hint 2). A Schrodinger equation governs ____ form of quantum mechanics? Wave Air Noise All the above Hint 3). Quantum mechanics deals with _____ subject? Mechanics Physics Chemistry Electronics Hint 4). Which of the following are the foundations of quantum physics? Quantum chemistry Quantum field theory Quantum Information Science All the above Hint 5). Schrodinger equation is a part of ____ law? Newtons Charl’s Ohms None of the above Hint 6). Classical mechanics defines ____? Break downs Force All the above Hint 7). Schrodinger based equation provides the evolution over data related to? Wave function Quantum mechanics Physical system isolation All the above Hint 8). Which of the following is the mathematical methods of Schrodinger? Matrix mechanism Path integral formula Differentiation Both a and b Hint 9). Which of the following scientist discovered matrix based mechanism of Schrodinger equation? Werner Heisenberg Richard F Paul Dirac None of the above Hint 10). Which of the following scientist discovered path integral based mechanism of Schrodinger equation? Werner Heisenberg Richard F Paul Dirac None of the above Hint Schrodinger Equation MCQs for Quiz 11). Schroder equation defines_____? Particles behavior within a field of force Change in physical quantity Diversion of object Both a and b Hint 12). Which of the following are the considerations of Schrodinger wave equation? Classical based plane wave equation Broglies hypothesis of matter wave Conservation of energy All the above Hint 13). Schrodinger wave equation also help in finding out the ____? Quantum number Prime number Even number Odd number Hint 14). Which of the following is the domain in which Schroder equations are expressed in? Time domain Frequency domain Phase domain All the above Hint 15). The time domain can be ____ in Schroder wave equation? Dependent Independent Zero Both a and b Hint 16). Which of the following is the time dependent Schrodinger equation? ih(d/dt)|¥(t) = H^|¥(t) ih(d/dt)|¥(t) = -H^|¥(t) 1/ih(d/dt)|¥(t) = H^|¥(t) None of the above Hint 17). Which of the following is the time independent Schrodinger equation? H¥ = E¥ H¥ =- E¥ H¥ = 1/E¥ 1/H¥ = E¥ Hint 18). A wave undergoes ____? Simple harmonic motion Oscillations Vibrations All the above Hint 19). A periodic wave is _____ form? Sinusoidal Square Rectangle All the above Hint 20). A wave oscillations can be ___ types? Periodic Simple Aperiodic Both a and b Hint Schrodinger Equation MCQs for Exams 21). A periodic wave has _____ equilibrium positions? Zero Maximum Minimum Infinite Hint 22). A periodic wave has _____ restoring force? Zero Maximum Minimum Infinite Hint 23). A periodic wave has _____ stable equilibrium based position? Zero Maximum Minimum Infinite Hint 24). ____ is the particles to and fro motion about a mean position? Oscillatory motion Damping Overdamping Clipping Hint 25). At which position, the oscillatory motion defines? Mean Equilibrium Center All the above Hint 26). Which of the following are the examples of oscillatory motion? Simple pendulum Spring mass Ball motion Both a and b Hint 27). Hamilton operator is sum of _____energy type of particles? Potential Kinetic Static Both a and b Hint 28). How many co-ordinates are required to calculate Hamilton equation? 2D 3D 4D 5D Hint 29). Kinetic energy in Hamiltonian operator (H=T+V) is represented as___? T V H S Hint 30). Potential energy in Hamiltonian operator (H=T+V) is represented as ___? T V H S Hint 31). Which of the following are the applications of Schrodinger equations? Wave mechanics Atomic structure Electron energy All the above Hint 32). Which of the following are the disadvantages of Schrodinger wave equation? Complicate in understanding physical model of electrons as waves Aperiodic signal Newtons third law All the above Hint 33). Expand PDE method? Partial Differential equation Partial Divert equation Partial Differential equal None of the above Hint 34). Which of the following are the properties of Schrodinger wave equation? Linearity Unitarity Changes of basis All the above Hint 35). Which of the following is the unitarity formula of Schrodinger exponential form of equation? e^(-iGt) e^(-i/Gt) (iGt) None of the above Hint Schrodinger Equation MCQs for Interviews 36). Standing waves in physics subject are also called? Stationary states Energy eigenstates Atomic orbitals Both a and b Hint 37). Standing waves in chemistry subject are also called? Stationary states Energy eigenstates Atomic orbitals Both a and b Hint 38). A stationary type of state is a ____ state? Quantum Exponential Linear All the above Hint 39). A stationary state is also called? Energy eigenstate Energy eigenfunction Energy eigenket All the above Hint 40). Which of the following is the Schrodinger equations for hydrogen atoms? Eɸ=-(h^2)/2u (dleta^2) ɸ - [(q^2) / 4Pi er] ɸ Eɸ=-(h^2)/2u (dleta^2) ɸ + [(q^2) / 4Pi er] ɸ Eɸ=-(h^2)/2u (dleta^2) ɸ / [(q^2) / 4Pi er] ɸ Eɸ=-(h^2)/2u (dleta^2) ɸ * [(q^2) / 4Pi er] ɸ Hint 41). Which of the following is invariant transformation according to Schrodinger wave equation? Galilean transformation Laplacian transformation Fourier transformation None of the above Hint 42). QFT stands for? Quantum Field Theory Quad Find Theory Quite Field Theory None of the above Hint 43). Quantum field theory is also called? Classical field theory Special relativity Quantum mechanics All the above Hint 44). ___ are the localized bundles based energies? Particles Waves Light None of the above Hint 45). Particles comprises of ___? Energy Momentum Disturbances Both a and b Hint 46). Waves comprises of ___? Disturbances Noise Aperiodic forms All the above Hint 47). A periodic signal has ___ cycle waves? Positive Negative Zero Both a and b Hint 48). Potential energy of a Schrodinger equation is _____? Subtractive Additive Multiplex All the above Hint 49). Which of the following is the formula of newtons second law? F=ma F=dp/dt p=mv All the above Hint 50). Force is expressed in terms of ___? Newtons Joules Seconds Meters Hint Please fill in the comment box below. Time's up