Richard Battin

Richard Battin's AcademicInfluence.com Rankings

Richard Battin

Engineering

#1202

World Rank

#1823

Historical Rank

#470

USA Rank

Applied Physics

#2908

World Rank

#2966

Historical Rank

#282

USA Rank

engineering Degrees

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Engineering

Why Is Richard Battin Influential?

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According to Wikipedia, Richard "Dick" Horace Battin was an American engineer, applied mathematician and educator who led the design of the Apollo guidance computer during the Apollo missions during the 1960s. Battin was born on March 3, 1925, in Atlantic City, New Jersey to Martha Scheu and Horace L. Battin.

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Richard Battin's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

An introduction to the mathematics and methods of astrodynamics (1987) (2229)
Astronautical Guidance (1964) (202)
Random Processes in Automatic Control. (1957) (200)
An elegant Lambert algorithm (1983) (109)
A STATISTICAL OPTIMIZING NAVIGATION PROCEDURE FOR SPACE FLIGHT (1962) (76)
Lambert's Problem Revisited (1976) (48)
Space guidance evolution - A personal narrative (1982) (48)
The Determination of Round-Trip Planetary Reconnaissance Trajectories (1959) (47)
SPACE NAVIGATION GUIDANCE AND CONTROL (1965) (23)
Computer-controlled steering of the Apollo spacecraft. (1967) (22)
Some funny things happened on the way to the moon (1989) (17)
A New Transformation Invariant in the Orbital Boundary-Value Problem (1978) (16)
Solving Lambert's Problem (1999) (13)
On the Stability of the Boundary Layer Over a Cone (1950) (12)
Hypergeometric Functions and Elliptic Integrals (1999) (10)
Extension of Gauss' method for the solution of Kepler's equation (1978) (10)
Two-Body Orbital Boundary-Value Problem (1999) (9)
An application of analog computers to the statistical analysis of time-variable networks (1955) (7)
Resolution of Runge-Kutta-Nystrom condition equations through eighthorder (1976) (7)
Solving Kepler's Equation (1999) (6)
A navigation theory for round-trip reconnaissance missions to venus and mars (1961) (6)
Explicit and unified methods of spacecraft guidance applied to a lunar mission. (1964) (5)
Variation of Parameters (1999) (5)
The epoch state navigation filter (1977) (5)
On algebraic compilers and planetary fly-by orbits (1996) (4)
The Celestial Position Fix (1999) (3)
Two-Body Orbital Transfer (1999) (2)
Some Basic Topics in Analytical Dynamics (1999) (2)
The Problem of Two Bodies (1999) (2)
Elegant propositions of the boundary-value problem☆ (1986) (2)
Two-Body Orbits and the Initial-Value Problem (1999) (1)
Non-Keplerian Motion (1999) (1)
Comment on "Resolution of RungeKutta-Nystrom Condition Equations through Eighth Order" (1977) (1)
Recursive filter initialization. (1972) (0)
SOLUTION OF THE LAMBERT'S PROBLEM WITH GAUSS METHOD (1979) (0)
An investigation of oscillations in flows over curved surfaces (1951) (0)
Note on the ``Evaluation of an integral occurring in servomechanism theory''. (1955) (0)
Appendix H: Probability Theory and Applications (1999) (0)
Celestial mechanics and astrodynamics, Volume 14: edited by Victor Szebehely. 744 pages, diagrams, illustrations, 6 × 9 in. New York, Academic Press, Inc., 1964. Price, $10.75 (1965) (0)
Numerical Integration of Differential Equations (1999) (0)
Method of statistical filtering (1970) (0)
SECOND BREAKWELL MEMORIAL LECTURE : 1961 AND ALL THAT (1996) (0)
Explicit and unified methods of spacecraft guidance (1965) (0)
Patched-Conic Orbits and Perturbation Methods (1999) (0)
A Deterministic Approach Nonparametric System Id Problems to a Class .entification of (1971) (0)
Minimal-stage step-size control of runge-kutta-nyström integration algorithms☆ (1986) (0)
Appendix I: Miscellaneous Problems (1999) (0)
The epoch state navigation filter. [for maximum likelihood estimates of position and velocity vectors] (1977) (0)

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What Schools Are Affiliated With Richard Battin?

Richard Battin is affiliated with the following schools:

Massachusetts Institute of Technology