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Bowdoin College Catalogue (1894-1895)

Date: 1895-01-01

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Analytical representation of a black hole puncture solution

Date: 2007-03-13

Creator: Thomas W. Baumgarte, Stephen G. Naculich

Access: Open access

The "moving-puncture" technique has led to dramatic advancements in the numerical simulations of binary black holes. Hannam et al. have recently demonstrated that, for suitable gauge conditions commonly employed in moving-puncture simulations, the evolution of a single black hole leads to a well-known, time-independent, maximal slicing of Schwarzschild spacetime. They construct the corresponding solution in isotropic coordinates numerically and demonstrate its usefulness, for example, for testing and calibrating numerical codes that employ moving-puncture techniques. In this brief report we point out that this solution can also be constructed analytically, making it even more useful as a test case for numerical codes. © 2007 The American Physical Society.


Report of the President, Bowdoin College 1923-1924

Date: 1924-01-01

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Bowdoin Orient, v. 47, no. 31

Date: 1918-03-05

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Bowdoin Orient, v. 50, no. 1

Date: 1920-04-07

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Bowdoin Orient, v. 50, no. 13

Date: 1920-10-06

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Bowdoin Orient, v. 45, no. 14

Date: 1915-10-12

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Bowdoin Orient, v. 46, no. 15

Date: 1916-10-17

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Bowdoin Orient, v. 46, no. 2

Date: 1916-04-18

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Bowdoin Orient, v. 48, no. 19

Date: 1919-01-22

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