harmonic oscillator sentence in Hindi
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- The analogy to quantum harmonic oscillator provides solutions
- For the harmonic oscillator, the time evolution of an arbitrary Wigner distribution is simple.
- Mechanical examples include pendulums ( with analogous systems include electrical harmonic oscillators such as RLC circuits.
- The quantum harmonic oscillator is an exactly solvable system where the different representations are easily compared.
- We can extend the notion of a harmonic oscillator to a one lattice of many particles.
- :: Actually this science was developed to understand Pulsars, which are relitivistic harmonic oscillators.
- The first is that each lattice vibrational mode is well described by a quantum harmonic oscillator.
- An LC circuit can be quantized using the same methods as for the quantum harmonic oscillator.
- According to the virial theorem the mean kinetic and potential energies in harmonic oscillator are equal.
- The simplest description of this decay process can be illustrated by oscillation decay of the harmonic oscillator.
- He compared the structure of the helium atom with the classical system of resonating coupled harmonic oscillators.
- These relations can be used to easily find all the energy eigenstates of the quantum harmonic oscillator.
- The simplest such state is the ground state | 0 \ rangle of the quantum harmonic oscillator.
- A cold trapped atom can be treated to a good approximation as a quantum mechanical harmonic oscillator.
- The quantum bus is often implemented as a microwave cavity, modeled by a quantum harmonic oscillator.
- So there are 3N quantum harmonic oscillators ( hereafter SHOs for " Simple Harmonic Oscillators " ).
- So there are 3N quantum harmonic oscillators ( hereafter SHOs for " Simple Harmonic Oscillators " ).
- Consequently, the harmonic oscillator's period of oscillation may depend on its amplitude of oscillation.
- The linear response function for a harmonic oscillator is mathematically identical to that of an RLC circuit.
- Such an oscillator, when quantized, is described by the mathematics of a quantum harmonic oscillator.
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