Abstract: A electromagnetic field with physical reality-resonance field was proposed, which substitute for the hypothesis wave of De Broglie wave-phase resonance. Replacing Schrodingers analogy method with resonance field, a basic wave equation was generated from wave propertity or particle property directly, which were equal to Schrodinger's equation. A pair of harmonic oscillator radiates electromagnetic field respectively, whose electromagnetic radiation radiates on the particle surface of the opposite side, proceeding electromagnetic interaction with the particle of the opposite side, and then genetared quantum resonance effect. When the two particles achieved energy equilibrium, whose energy was the resonance binding energy of them. The binding energy of resonance was inverse to the square of distance. Resonance field had resonance quantum, its basic equation came from wave nature, the interacting field and other physical significances. The theory of energy convergence of resonance field, the theory of energy balance of center of mass of resonance field, the theory of energy conservation of resonance field, the theory of symmetry and asymmetry of resonance field and other theories of resonance field was proposed.

Key words: Resonance, Electromagnetic field, Resonance field, Wave, Quantum, Wave equation

摘要： 提出一种共振场，替代德布罗意的相波谐振中假想的相波，共振场是具有物理实在的电磁场。用共振场替代薛定谔的类比方法，从波动性出发可以直接得出波动性基本方程，也可以从粒子性出发得出与薛定谔方程相等波动性方程。一对谐振子粒子各自辐射出电磁场，辐射出的电磁场辐射在对方的粒子表面上，与对方的粒子进行电磁相互作用，产生量子共振效应。两粒子达到能量平衡态时，其能量为两粒子的共振结合能。共振结合能与距离的平方成反比。共振场具有共振量子，基本方程来源于波动性，相互作用场等物理意义。提出了共振场能量内敛性原理，共振场质心能量平衡原理，共振场能量守恒性，共振场的对称性与非对称性等共振场原理。

关键词: 共振 , 电磁场 , 共振场 , 波动性 , 量子 , 波动方程