Magnetic mapping of Majhgawan diamond pipe of central India

Author:

Sarma B. S. P.1,Verma B. K.1,Satyanarayana S. V.2

Affiliation:

1. National Geophysical Research Institute, Uppal Road, Hyderabad-500 007, India

2. Geological Survey of India, Bandlaguda, Hyderabad, India

Abstract

Magnetic response over kimberlite/lamproite pipes can be used to map their horizontal and vertical cross‐sections. A published ground magnetic vertical intensity contour map is used to map the Majhgawan kimberlite pipe near Panna in central India. Using Barnett’s (1976) method, we obtained a reasonable match between the computed and observed fields with three separate bodies. The model suggests a possible later intrusion into the main pipe. Geological studies (using drill‐hole data) imply a nearly concentric vertical lithological zoning within the pipe and thus support the hypothesis of multiple intrusions, indicated by magnetic data. The multiple intrusion hypothesis is of interest to exploration because specific intrusions within one composite pipe may differ markedly in the incidence of diamonds. The higher incidence of diamonds reported in the central part of the Majhgawan pipe, as compared to the outer part, also supports the possibility of a later intrusion into the main pipe.

Publisher

Society of Exploration Geophysicists

Subject

Geochemistry and Petrology,Geophysics

Reference18 articles.

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2. THEORETICAL MODELING OF THE MAGNETIC AND GRAVITATIONAL FIELDS OF AN ARBITRARILY SHAPED THREE‐DIMENSIONAL BODY

3. Chatterjee, A. K., and Rao, K. S., 1995, Majhgawan diamondiferous pipe, Madhya Pradesh, India—A review: J. Geol. Soc. Ind.45,No. 2, 175–189.

4. Crawford, A. R., and Composton, W., 1970, The age of the Vindhyan system of peninsular India: J. Geol. Soc. London,125,351–371.

5. Halder, D., and Ghosh, D. B., 1978, Tectonics of the kimberlites around Majhgawan, Madhya Pradesh, India,inMurthy, M. V. N., Ed., International seminar on tectonics and metallogeny of South East Asia and Far East: Geol. Surv. Ind. Misc. Pub.34,part III, 1–12.

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