The Flight of Uncontrolled Rockets

The Flight of Uncontrolled Rockets
Author: F. R. Gantmakher
Publisher: Elsevier
Total Pages: 397
Release: 2014-05-17
Genre: Science
ISBN: 1483164942

International Series of Monographs on Aeronautics and Astronautics, Division VII, Volume 5: The Flight of Uncontrolled Rockets focuses on external ballistics of uncontrolled rockets. The book first discusses the equations of motion of rockets. The rocket as a system of changing composition; application of solidification principle to rockets; rotational motion of rockets; and equations of motion of the center of mass of rockets are described. The text looks at the calculation of trajectory of rockets and the fundamentals of rocket dispersion. The selection further focuses on the dispersion of finned rockets. Topics include the critical section of the trajectory; standard formula for calculating angular deviation; dispersion of actual rockets; and effective launcher length. The text also describes the dispersion of finned rotated rockets and of finned anti-tank rockets. The book also examines the effect of wind on the flight of rockets. Topics include correction to the coordinates of the point of impact for finned rockets; general effect of wind on dispersion; and general treatment of powered flight in the presence of wind. The text is important for readers interested in the ballistics of uncontrolled rockets.

Number Theory and Modular Forms

Number Theory and Modular Forms
Author: Bruce C. Berndt
Publisher: Springer Science & Business Media
Total Pages: 392
Release: 2013-11-11
Genre: Mathematics
ISBN: 1475760442

Robert A. Rankin, one of the world's foremost authorities on modular forms and a founding editor of The Ramanujan Journal, died on January 27, 2001, at the age of 85. Rankin had broad interests and contributed fundamental papers in a wide variety of areas within number theory, geometry, analysis, and algebra. To commemorate Rankin's life and work, the editors have collected together 25 papers by several eminent mathematicians reflecting Rankin's extensive range of interests within number theory. Many of these papers reflect Rankin's primary focus in modular forms. It is the editors' fervent hope that mathematicians will be stimulated by these papers and gain a greater appreciation for Rankin's contributions to mathematics. This volume would be an inspiration to students and researchers in the areas of number theory and modular forms.

Experimental Mechanics

Experimental Mechanics
Author: B. E. Rossi
Publisher: Elsevier
Total Pages: 417
Release: 2013-10-22
Genre: Technology & Engineering
ISBN: 1483148955

Experimental Mechanics presents the proceedings of the First International Congress on Experimental Mechanics, held at the Hotel New Yorker in New York City, on November 1–3, 1961. This book presents the application of the methods of experimental mechanics to technical problems. Organized into 21 chapters, this compilation of papers begins with an overview of the experimental techniques developed for different basic and applied research on strength of materials, performance of hydraulic machinery, and accuracy of mechanisms and machine tools. This text then surveys the developments in the field of mechanical measurements, including rubber gage, bolt gage, digital strain indicators, and waterproofed strain gage. Other chapters consider the experimental study of the transient response of a rocket sled with a vertically malaligned center of gravity. The final chapter deals with the conditions of collapse of stiffened cylindrical shells beyond the proportional limit of the material. Experimental stress analysts will find this book useful.

Mathematical Theory Of Rocket Flight

Mathematical Theory Of Rocket Flight
Author: Barkley Rosser
Publisher: Read Books Ltd
Total Pages: 297
Release: 2013-04-18
Genre: Mathematics
ISBN: 1447495241

This is the official final report to the Office of Scientific Research and Development concerning the work done on the exterior ballistics of fin-stabilized rocket projectiles under the supervision of Section H of Division 3 of the National Defense Research Committee at the Allegany Ballistics Laboratory during 1944 and 1945, when the laboratory was operated by The George Washington University under contract OEMsr-273 with the Office of Scientific Research and Development. As such, its official title is “Final Report No. B2.2 of the Allegany Ballistics Laboratory, OSRD 5878.” After the removal of secrecy restrictions on this report, a considerable amount of expository material was added. It is our hope that thereby the report has been made readable for anyone interested in the flight of rockets. Two slightly different types of readers are anticipated. One is the trained scientist who has had no previous experience with rockets. The other is the person with little scientific training who is interested in what makes a rocket go. The first type of reader should be able to comprehend the report in its entirety. For the benefit of the second type of reader, who will wish to skip the more mathematical portions, we have attempted to supply simple explanations at the beginnings of most sections telling what is to be accomplished in those sections. It is our hope that a reader can, if so minded, skip most of the mathematics and still be able to form a general idea of rocket flight.