论文标题
在平坦地球上分层气氛的不可压缩振动上
On Incompressible Vibrations of the Stratified Atmosphere on the Flat Earth
论文作者
论文摘要
我们考虑在平坦地球上重力下的大气中的振动和波浪。后接地平衡的分层密度分布应该在平流层的有限高度处接触真空。我们表明，不可压缩的动作是可能产生振动或渐进波，其振动的振动或速度的数量频率大大，例如，累积到0的振动或速度，例如，多个慢速和缓慢的模式的数量无限为0。
We consider the vibrations and waves in the atmosphere under the gravitation on the flat earth. The stratified density distribution of the back ground equilibrium is supposed to touch the vacuum at the finite height of the stratosphere. We show that incompressible motions are possible to create vibrations or progressive waves with countably many time frequencies of the vibrations or speeds of the wave propagation which accumulate to 0, say, of countably infinitely many slow and slow modes.
