WorksheetsQuantum mechanics_ Activity II
Total questions: 15
Worksheet time: 41mins
Wave function is a function of
Electric and Magnetic fields
Space and time
pressure variations
Properties of Eigen wave function
Single valued
Finite
Continuous
Infinite
Probability of finding the particle in a given space is given by
Wave function
Probability amplitude
Probability density
If the particle is confined to a region, what will be the potential inside the well
Infinite
V0
Zero
There will be a probability of finding the particle outside the well in
Infinite potential
Finite potential
Quantum tunnelling occurs only when
kinetic energy of the particle is less than the potential energy barrier
kinetic energy of the particle is greater than the potential energy barrier
kinetic energy of the particle is equal to tthe potential energy barrier
During Quantum tunnelling,
Energy of the wave function decreases
Amplitude of the wave function decreases
Frequency of the wave function decreases
Wavelength of the wave decreases
Schrodinger's time independent wave equation corresponds to
Progressive wave
Stationary wave
Eigen energy value for a particle in 1D infinite potential well is given by
E=8ma2n2h2
E=8manh2
E=8ma2nh
E=8ma2nh2
Normalization factor of the Eigen wave function obtained in Particle in 1D Infinite potential well
2a
a2
2a
a2
If the width of the 1D infinite potential well is 2nm, which state of the electron possess the energy of 1.355 x 10−19J
Ground state
First excited state
Second excited state
Third excited state
The ground state energy of the electron in 1D infinite potential well is 1.5 x 10−20J , what will be the ground state energy of the electron if the width of the potential well is halved.
0.75 x 10−20J
3 x 10−20J
4 x 10−20J
6 x 10−20J
The width of the infinite potential well is 1Ao , what will be the energy difference of 1st and 2nd excited states of the electron
37 eV
150 eV
190eV
350eV
What will be the deBroglie wavelength of an electron confined to an infinite potential well of width 10A0 in its first excited state?
Twice the width of the potential well
Half the width of the potential well
Same as the width of the potential well
Four times the potential well
Wavelength of the electron in the ground state of an infinite potential well is --------compared with the ground state of finite potential well
exactly twice
same
larger
lesser
