摘要
With the method of phase plane, the ρ-coordinated equation sets have been derived that include no friction without the introduction of the kdv equation and the structure of atmospheric motions, conditions for existence and movement are studied for all individual solutions. The result shows that a weak high or low pressure system isjointly affected by the atmospheric static stability, latent heating due to condensation and sensible heating for the conditions for existence, state of movement, structural features.
With the method of phase plane, the ρ-coordinated equation sets have been derived that include no friction without the introduction of the kdv equation and the structure of atmospheric motions, conditions for existence and movement are studied for all individual solutions. The result shows that a weak high or low pressure system isjointly affected by the atmospheric static stability, latent heating due to condensation and sensible heating for the conditions for existence, state of movement, structural features.
