Method for performing intelligent division for stratigraphic position based on logging information
A stratum stratification and stratum technology, which is applied in the field of geological horizon division of logging interpretation and evaluation, can solve the problems of difficulty in transferring horizon division experience, the influence of human factors in artificial horizon division, and long working hours for accumulated experience.
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Embodiment 1
[0092] The present invention first proposes the concept of intelligently dividing stratum levels based on well logging information, and finds a corresponding calculation method, thereby achieving the purpose of improving the precision of stratum level division.
[0093] a. Find the peak and trough of the curve;
[0094] b. Calculate the relative depth difference and measurement coordinate difference between two wells;
[0095] c. Smooth the input curve;
[0096] d. Single curve similarity detection;
[0097] e. Multi-curve similarity detection;
[0098] f. Establish stratum stratification model based on single curve;
[0099] g. Establish stratum stratification model based on multi-curve.
[0100] In the step a, the calculation process of finding the curve peak and trough is as follows:
[0101] Known curve X={x1,x2,x3,...xn}, X1={x2,x3,x4,...xn,xn+1}, let X2=X1-X, get the difference between adjacent points, the peak A point conforms to one of two characteristics:
[01...
Embodiment 2
[0164] a. Find the peak and trough of the curve;
[0165] b. Calculate the relative depth difference and measurement coordinate difference between two wells;
[0166] c. Smooth the input curve;
[0167] d. Single curve similarity detection;
[0168] e. Multi-curve similarity detection;
[0169] f. Establish stratum stratification model based on single curve;
[0170] g. Establish stratum stratification model based on multi-curve.
[0171] In the step a, the calculation process of finding the curve peak and trough is as follows:
[0172] Known curve X={x1,x2,x3,...xn}, X1={x2,x3,x4,...xn,xn+1}, let X2=X1-X, get the difference between adjacent points, the peak A point conforms to one of two characteristics:
[0173] (1) X2 is negative at position j and positive at j-1 at the same time, then position j is the peak;
[0174] (2) X2 is negative at position j and 0 at j-1, then continue to search from j-1 until x2(j-m) is not equal to 0, at this time, if x2(j-m) is positive, ...
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