例句與造句

1. The solutions to ( ) are multi-component spinor fields, and each component satisfies ( ).
2. The solutions to the equations are wavefunctions, mathematically in the form of multi-component spinor fields.
3. The quantum state of a particle ( with respect to spin ), can be represented by a two component spinor:
4. The work with Sachs studies, among other things, vacuum solutions with special algebraic properties, using the 2-component spinor formalism.
5. In the Dirac equation, a four-component spinor ( known as a " Dirac spinor " ) was used for the electron wave-function.
6. It's difficult to find component spinor in a sentence. 用component spinor造句挺難的
7. Sachs described how quantum mechanics, first in relativistic two-component spinor form, and then under low energy-momentum as Schr鰀inger's equation emerges therefrom.
8. by means of the 2 & times; 2 Pauli matrices, and is not just a scalar wavefunction as in the non-relativistic Schr鰀inger equation, but a two-component spinor field:
9. Here is a four-component spinor field, which is conventionally split into two two-component spinors in the form : Again this notation is not necessarily standard, the more advanced literature usually writes
10. Despite his initial objections, Pauli formalized the theory of spin in 1927, using the modern theory of quantum mechanics invented by representation of the spin operators, and introduced a two-component spinor wave-function.
11. Time reversal transformation for fermions in quantum field theories can be represented by an 8-component spinor in which the above-mentioned "'T-parity "'can be a complex number with unit radius.
12. For a " massive " particle of spin, there are components for the particle, and another for the corresponding antiparticle ( there are possible values in each case ), altogether forming a-component spinor field:
13. In relativistic quantum mechanics, wavefunctions are no longer single-component scalar fields, but now 2 ( 2 " s " + 1 ) component spinor fields, where " s " is the spin of the particle.
14. However, for " massless " particles of spin " s ", there are only ever two-component spinor fields; one is for the particle in one helicity state corresponding to + " s " and the other for the antiparticle in the opposite helicity state corresponding to  " " s ":