INVERSION OF GEODETIC DATA. PART II. OPTIMAL MODEL OF CONJUGATE FAULT SYSTEM FOR THE 1927 TANGO EARTHQUAKE
INVERSION OF GEODETIC DATA. PART II. OPTIMAL MODEL OF CONJUGATE FAULT SYSTEM FOR THE 1927 TANGO EARTHQUAKE
复制标题
大地测量数据的反演。
DOI:
10.4294/jpe1952.25.233
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发表时间:
1977
期刊:
影响因子:
--
通讯作者:
M. Matsu'ura
中科院分区:
文献类型:
--
作者:
M. Matsu'ura
Parmanent changes in displacement due to the 1927 Tango earthquake (M=7.5) are analyzed by using the method of "geodetic data inversion" developed in a previous paper (Part I; MATSU'URA, 1977), and a set of optimal source parameters is obtained for a system of conjugate faults, the Gomura and the Yamada.Deformation fields are modelled by a multiple-fault system composed of several dimensional faults in an elastic half-space, and the optimization of model parameters is accomplished through a process of successive iteration of inversions for 85 triangulation and 25 levelling data around the seismic faults.The optimal fault parameters obtained are D (dislocation)=3.7m, δ(dipangle)=64°E, λ(slip direction)=-8°, L(length)=33km, W(width)=19km, d(depth)=0.4km and θ(strike of fault)=N24°W for the Gomura fault, and D=1.8m, δ=58°N, λ=120°, L=15km, W=9km, d=0.2km and θ=N77°E for the Yamada fault, where the slip direction is measured counterclockwise from horizon on the fault plane. These results indicate that the two seismic faults constitute a system of conjugate faults caused by a single stress system of NW-SE compression.A computer program for the geodetic data inversion is completed, by which a set of optimal source parameters of seismic and aseismic events can be obtained from the observed static displacement data.