energy operator वाक्य
उदाहरण वाक्य
मोबाइल
- Replacing the energy by the energy operator and the momentum by the momentum operator in the four-momentum, one obtains the four-momentum operator, used in relativistic wave equations.
- It is possible to write the quantum mechanical kinetic energy operator for such curvilinear coordinates, but it is hard to formulate a general theory applicable to any molecule.
- At the quantum level, translations in would be generated by a " Hamiltonian ", where " E " is the energy operator and is the " ordinary " Hamiltonian.
- As written, the first two terms are the kinetic energy operators of the two electrons, the third term is the harmonic electron-nucleus potential, and the final term the electron-electron interaction potential.
- "Think how big this merger would have been under the numbers of 20 years ago, " said David Garlick of the Texas Independent Royalty Owners Association, the trade group of Texas'independent energy operators.
- They observed that many vertex algebras that appear in nature have a useful additional structure ( an action of the Virasoro algebra ), and satisfy a bounded-below property with respect to an energy operator.
- The kinetic-energy operator in the Hamiltonian scales as 1 / r _ s ^ 2, where r _ s is the Wigner-Seitz radius, whereas the interaction energy operator scales as 1 / r _ s.
- The kinetic-energy operator in the Hamiltonian scales as 1 / r _ s ^ 2, where r _ s is the Wigner-Seitz radius, whereas the interaction energy operator scales as 1 / r _ s.
- There is a 4 ?4 identity matrix pre-multiplying the energy operator ( including the potential energy term ), conventionally not written for simplicity and clarity ( i . e . treated like the number 1 ).
- Applying these ladder operators to the eigenstates | " ! " 0 of the total angular momentum, azimuthal angular momentum and energy operators, the eigenvalues of the first Casimir operator, 1, are seen to be quantized,.
- Low-energy operators are not required to have safety sensors, as the door is allowed to come in contact with a user, given that the kinetic energy of the moving door is limited by the reduced moving speed.
- In RQM it is useful to take this as the zeroth Pauli matrix which couples to the energy operator ( time derivative ), just as the other three matrices couple to the momentum operator ( spatial derivatives ).
- When the avoided external costs are compared to the compensation that renewable energy operators were paid for electricity from renewable energy, a 2003 study finds that the reduced environmental impacts and related economic benefits far outweigh the additional costs required to compensate the producers of electricity from renewable sources.
- This operator occurs in relativistic quantum field theory, such as the Dirac equation and other relativistic wave equations, since energy and momentum combine into the 4-momentum vector above, momentum and energy operators correspond to space and time derivatives, and they need to be first order partial derivatives for Lorentz covariance.
- In the modern view, energy is always Hamiltonian or energy operator, the field's lowest-energy or ground state, often called the vacuum state, is not, as one might expect from that name, a state with no particles, but rather a quantum superposition of particle number eigenstates with 0, 1, 2 . . . etc . particles.
- In general, the on-the-mass-shell value of the self-energy operator in the momentum-energy representation is eigenstates of the underlying many-particle system, which only, if at all, momentarily behave like those specific to isolated particles; the above-mentioned lifetime is the time over which a dressed particle behaves as if it were a single particle with well-defined momentum and energy.
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