The probability density function for phase- difference estimates obtained from the envelopes of the sum and difference of two sine waves.
Probability density function of phase difference magnitude, using estimator having gain matched amplifiers
SEARCH · Search NASA
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.
Quote a phrase for an exact phrase match. Source license links do not imply unrestricted reuse.
Probability density function of phase difference magnitude, using estimator having gain matched amplifiers
Numerical integration based on definition of Riemann integral, describing application to nonlinear integral equations of isotropic scattering of radiation in plane parallel atmosphere
Pearson distribution of doubly truncated gamma variables
Integrated circuit digital building blocks for computer syntheses of electrical transfer and driving point functions
Chebyshev polynomials maximum property, examining effect of roundoff errors in Horner scheme for floating point arithmetic
Partially conserved axial vector currents and current algebra to obtain vertex functions at point having zero mass by extrapolations
Differential games controlling inputs to single dynamic system as extension of optimal control theory
Summary of conference on mechanization of information centers
Describing static inverter with single or multiple phase output
Configuration control for SUMC multiprocessors allowing for periodic changes in operational modes
Explore the source record for details and available documents.
The establishment of specific relations between components of the spectra at the outlet of a nonlinear system are discussed for simplifying the analysis of noise and vibration for an internal combustion engine.
Explore the source record for details and available documents.
Explore the source record for details and available documents.
The potential efficiency of using nonlinear up-conversion techniques for the high efficiency type lasers (CO,CO2, and chemical) is assessed. Results indicate that: the small pump photon energy necessitates the use of molecular media for conversion if resonance enhancement is to be used and that molecular systems present several problems. These difficulties include: their levels are complex; their transition probabilities are often unknown; and the oscillator strengths among vibrational levels in the ground electronic state of a molecule are much smaller than those among electronic states of an atom, thus limiting the magnitude of nonlinear interactions. It is shown that this problem can be eliminated by making use of vibronic transitions which, being primarily electronic transitions have much larger matrix elements and efficient conversion can be achieved with molecular systems.
Explore the source record for details and available documents.
This specification establishes the requirements, concepts, and preliminary design for a set of software known as the IGDS/TRAP Interface Program (ITIP). This software provides the capability to develop at an Interactive Graphics Design System (IGDS) design station process flow diagrams for use by the NASA Coal Gasification Task Team. In addition, ITIP will use the Data Management and Retrieval System (DMRS) to maintain a data base from which a properly formatted input file to the Time-Line and Resources Analysis Program (TRAP) can be extracted. This set of software will reside on the PDP-11/70 and will become the primary interface between the Coal Gasification Task Team and IGDS, DMRS, and TRAP. The user manual for the computer program is presented.
It is well known that the Fourier series of an analytic or periodic function, truncated after 2N+1 terms, converges exponentially with N, even in the maximum norm, although the function is still analytic. This is known as the Gibbs phenomenon. Here, we show that the first 2N+1 Fourier coefficients contain enough information about the function, so that an exponentially convergent approximation (in the maximum norm) can be constructed.