## Journal of the Franklin Institute, Volume 266Pergamon Press, 1958 Vols. 1-69 include more or less complete patent reports of the U. S. Patent Office for years 1825-1859. cf. Index to v. 1-120 of the Journal, p. [415] |

### From inside the book

Results 1-3 of 76

Page 53

...

...

**zero**curvature with pressure p = 0 and cosmical constant λ = 0 , as given by Einstein and de Sitter . " This ...**zero**at any point . Then the right side of Eq . 3a becomes**zero**, and Eqs . 7 and 8 are no longer solutions . Also , if ...Page 122

...

...

**zero**. If the mass moment of inertia is restored from its " nominal " value B. = 0 to its physical value B = B. + B it is seen that the condition | B | < | B。| is violated . Thus , from a mathematical view point , there exists no good ...Page 214

...

...

**zero**. Setting the summations of moment about point A " in Fig . 6e and point A ' ' in Fig . 6f equal to**zero**leads to , after the elimination of the common factor h3 EI ' HA " HA " - V1 " + wh = 0 - V1 " + wh 0 = wh solving which ...### Contents

JULY 1958 No | 1 |

Effects of Unipolar Air Ions on Microorganisms and on Evaporation | 9 |

Plastics in the Space Age JOHN H Lux | 21 |

7 other sections not shown

### Other editions - View all

### Common terms and phrases

acceleration accelerometer analysis angle applied Atomic attacking moments axis Bell Telephone Laboratories Benjamin Franklin Parkway Chairman chapter coefficients Committee components conjugate frames constant diagrams difference equations discussion Donald Wills Douglas Earth effect electrical electronic energy Engineering error ferrocene field flight fluid force Franklin Institute Franklin Institute Laboratories function gyro gyroscope heat hinge rotations inertial guidance inertial guidance system initial instrument LEPAGE linear load M₁ mass material mathematical mechanism Medal method momentum navigation nuclear obtained operation paper particles perturbation Phila Philadelphia physical plastic platform position Poynting theorem present Price problem proper frame radius range reactor reference rest mass rocket Science shown in Fig solution space techniques temperature theory tion torque trajectory transformation tube velocity voltage York z-transform zero Δφ