这种方法本质上相当于通过弹性将各种数据点连接在一起,并且允许该系统进行弛豫(弛豫时间:达到目标状态所需的时间);因此它被命名为“弹性变换”。
This technique is essentially equivalent to connecting various data points together with springs and allowing the system to relax; hence it's name: elastic mapping.
小波变换作为频率和时间的二元函数,使之可以很方便地在频率和时间域中同时进行地震波能量的吸收衰减补偿。
Wavelet transform involves the two-variate function of frequency and time, which makes it convenient to simultaneously compensate for attenuation of seismic energy in frequency and time domains.
证明了时间坐标的洛伦兹变换是两个时间的和:一个与时间膨胀有关,另一个与光子从光源到接收器的飞行时间的相对性有关。
The Lorentz transfer of time coordinates is the sum of two times, one related to time expansion and the other to the relativity of photon's flight time from the radiant to the receiver.
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