SEARCH · Engineering Papers
Search indexed NASA NTRS and DOE OSTI research on propulsion, heat transfer, battery materials and energy systems. Follow report and document links to the original sources.
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Maximum probability estimators and conservative confidence interval models for reliability growth problems with debugging phase
Design of electromechanical satellite solar paddle orientation model including conservative torques and inertia of rotation axis
Application of group theory to numerical integration of motion equations of conservative dynamical system
Optical transitions and k conservation in crystalline solids explained in terms of localization of hole produced by excitation
Water recovery and conservation in closed ecological systems for manned space flight
Conservation equations of viscous heat conducting fluid in curvilinear orthogonal coordinates
Human waste water reclamation and conservation methods for space missions closed ecological systems, noting potable water recovery problems
Human locomotion energy expenditure, conversion and conservation, discussing body activities integration for most efficient speed
Photopion production and modified hypothesis of partially conserved axial-vector current, noting nucleon magnetic moments
Conservation equations for weakly turbulent plasma in magnetic field derived in quasi-linear approximation
Conservation laws and Liapunov stability of free rotation of rigid body about principal axes derived from kinetic energy and angular momentum
Response bias explanation of conservative human inference
Abstract operator represented for linear, homogeneous system as Lie group exhibiting metrics and conservation laws
Implications of partially conserved dilation current and chiral symmetry for dimensions of length of local fields
People as conservative processors of fallible information, treating stationary data generating process as nonstationary
Non-LTE radiative gas flow conservation equations
Inelastic collision effects on vibrational excitation of diatomic molecules with conserved energy
Lorentz invariant theory for relativistic gravity testing, deriving conservation laws and parameter constraints from parametrized post-Newtonian equations of motion