Application of a double linear damage rule to cumulative fatigue.
Double linear damage rule used in conjunction with crack initiation and propagation equations, applied to cumulative fatigue damage
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Double linear damage rule used in conjunction with crack initiation and propagation equations, applied to cumulative fatigue damage
Slide rule enables the ready conversion of transistor h parameters from one form to another and reduces calculation time by a factor of 5 to 10. The scales are selected to cover all ranges of each parameter that will normally exist for any transistor, and answers are given in the correct order of magnitude, making powers-of-ten calculations unnecessary.
Cumulative metal fatigue damage predicted by double linear damage rule with formulas for crack formation and propagation
Mean powers of r, sum rule and improved transition integrals computed for effective quantum number range up to 8.5, using Coulomb approximation wave functions
Partial sum rules for transition and noble metals having resonant D state
Double linear damage rule for predicting cumulative fatigue damage, crack initiation and propagation and fatigue life, noting improved accuracy
Contact rule for rigid-sphere models of crystal structures
Similarity rules for ray analysis in nonlinear acoustic wave propagation
Sum rule properties of finite set of wave functions obtained from application of variational principles to basis functions linear combinations
Gauss quadrature rules involving some nonclassical weight functions
Meyer-Neldel rule interpretation of distribution width parameter dependence on activation energy annealing of defects in irradiated Si
Formulation of design rules for PCM telemetry frame synchronization
Techniques for ruling improved large diffraction gratings
Sum rule functions for expressions of atomic or molecular quantum mechanical properties
Optimum and suboptimum decision rules for two- channel deep space telemetry system with modulation consisting of PM with two orthogonal phase functions
Two new methods of landmark navigation were recently presented. The landmarks are assumed to be within sight of the navigator but with unknown positions. Both methods require computations which are time consuming when a computer is not available. This correspondence presents the concept of a new navigation device called 'landmark navigation rule' which eliminates all the computation effort required in both new methods. The device is simple in construction, lightweight, and consumes no power.