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首页> 外文期刊>Physics Letters, B. Nuclear Physics and High Energy Physics >Relativistic n-body wave equations in scalar quantum field theory
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Relativistic n-body wave equations in scalar quantum field theory

机译:标量量子场论中的相对论n体波动方程

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摘要

The variational method in a reformulated Hamiltonian formalism of Quantum Field Theory (QFT) is used to derive relativistic n-body wave equations for scalar particles (bosons) interacting via a massive or massless mediating scalar field (the scalar Yukawa model). Simple Fock-space variational trial states are used to derive relativistic n-body wave equations. The equations are shown to have the Schrodinger non-relativistic limits, with Coulombic interparticle potentials in the case of a massless mediating field and Yukawa interparticle potentials in the case of a massive mediating field. Some examples of approximate ground state solutions of the n-body relativistic equations are obtained for various strengths of coupling, for both massive and massless mediating fields. (c) 2006 Elsevier B.V. All rights reserved.
机译:使用量子场论(QFT)的哈密顿形式化的重新形式化的变分方法,可以推导出相对于标量粒子(玻色子)通过大量或无质量的介量标量场(标量Yukawa模型)相互作用的n体波方程。简单的Fock-space变分试验状态用于导出相对论n体波动方程。方程显示为具有薛定inger非相对论极限,在无质量的介电场中具有库仑颗粒间势,在大的介电场中具有汤川颗粒间势。对于大量和无质量的中介场,对于各种耦合强度,可以获得n体相对论方程的近似基态解的一些示例。 (c)2006 Elsevier B.V.保留所有权利。

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