We describe a subfringe integration interferometry for which the phase information is evaluated only from one interferogram.

叙述了次条纹积分干涉计量的原理，仅用一幅光载频干涉条纹图获取全部位相信息。

With the numerical simulated data of the storm, the structure and evolution of the helicity, superhelicity and their dynamical influences on the development of the storm are investigated.

原有对流单体在原地维持成熟的结，表现出较强的稳定性，而分裂出的新单体在移过程中，逐渐向成熟位相发展，并且又分裂出新的单体。

We describe a subfringe integration interferometry for which the phase information is evaluated only from one interferogram.

叙述了次分干涉计量的原理，仅用一幅光载频干涉图获取全部位相信息。

With the numerical simulated data of the storm, the structure and evolution of the helicity, superhelicity and their dynamical influences on the development of the storm are investigated.

原有对流单体在原地维持成熟的结，表现出较强的稳定性，而分裂出的新单体在移动过程中，逐渐向成熟位相发展，并且又分裂出新的单体。

We describe a subfringe integration interferometry for which the phase information is evaluated only from one interferogram.

叙述了次条纹积分干涉计量的原理，仅用一幅光载频干涉条纹全部位相信息。

With the numerical simulated data of the storm, the structure and evolution of the helicity, superhelicity and their dynamical influences on the development of the storm are investigated.

原有对流单体在原地维持成熟的结，表现出较强的稳定性，而分裂出的新单体在移动过，渐向成熟位相发展，并且又分裂出新的单体。

We describe a subfringe integration interferometry for which the phase information is evaluated only from one interferogram.

叙述了次积分干计量的原理，仅用一幅光载频干图获取全部位相信息。

With the numerical simulated data of the storm, the structure and evolution of the helicity, superhelicity and their dynamical influences on the development of the storm are investigated.

原有对流单体在原地维持熟的结，表现出较强的稳定性，而分裂出的新单体在移动过程中，逐熟位相发展，并且又分裂出新的单体。

We describe a subfringe integration interferometry for which the phase information is evaluated only from one interferogram.

叙述了次条纹积分干涉计量的原理，仅用载频干涉条纹图获取全部位相信息。

With the numerical simulated data of the storm, the structure and evolution of the helicity, superhelicity and their dynamical influences on the development of the storm are investigated.

原有对流单体在原地维持成熟的结，表现出较强的稳定性，而分裂出的新单体在移动过程中，逐渐向成熟位相，且又分裂出新的单体。

We describe a subfringe integration interferometry for which the phase information is evaluated only from one interferogram.

叙述了次条纹积分干涉计量的原理，仅用一幅光载频干涉条纹图获取全部位相信息。

With the numerical simulated data of the storm, the structure and evolution of the helicity, superhelicity and their dynamical influences on the development of the storm are investigated.

原有对流单体在原地维持成熟的结，表现出较强的稳定性，而分裂出的新单体在移动过程中，逐渐向成熟位相发展，并且又分裂出新的单体。

We describe a subfringe integration interferometry for which the phase information is evaluated only from one interferogram.

叙述了次条纹积分干涉计量的原理，仅用一幅光载频干涉条纹图获取全部位相信息。

With the numerical simulated data of the storm, the structure and evolution of the helicity, superhelicity and their dynamical influences on the development of the storm are investigated.

原有对流单体在原地维的结，表现的稳定性，而分裂的新单体在移动过程中，逐渐向位相发展，并且又分裂新的单体。

We describe a subfringe integration interferometry for which the phase information is evaluated only from one interferogram.

叙述了次分干涉计量的原理，仅用一幅光载频干涉图获取全部位相信息。

With the numerical simulated data of the storm, the structure and evolution of the helicity, superhelicity and their dynamical influences on the development of the storm are investigated.

原有对流单体在原地维持成熟的结，表现出较强的稳定性，而分裂出的新单体在移动过程中，逐渐向成熟位相发展，并且又分裂出新的单体。

We describe a subfringe integration interferometry for which the phase information is evaluated only from one interferogram.

叙述了次条纹积干涉计量的原理，仅用一幅光载频干涉条纹图获取全部位相信息。

With the numerical simulated data of the storm, the structure and evolution of the helicity, superhelicity and their dynamical influences on the development of the storm are investigated.

原有对流原地维持成熟的结，表现出较强的稳定，裂出的新移动过程中，逐渐向成熟位相发展，并且又裂出新的。