BACK TO INDEX BACK TO OTHMAR FREY'S HOMEPAGE

Publications of year 1953

Articles in journal or book chapters

  1. E.K. Smith and S. Weintraub. The Constants in the Equation for Atmospheric Refractive Index at Radio Frequencies. Proceedings of the IRE, 41(8):1035-1037, August 1953. Keyword(s): Atmosphere, Atmospheric measurements, Equations, Humidity, Microwave measurements, Microwave theory and techniques, Radio frequency, Radio propagation, Refractive index, Temperature distribution.
    Abstract: Recent improvements in microwave techniques have resulted in precise measurements which indicate that the conventional constants K1 = 79 K/mb and K2' =4,800 K in the expression for the refractivity of air, N=(n-1) 10^6 = [K1/T](p+ K2'(e/T)] should be revised. Various laboratories appear to have arrived at this conclusion independently. In much of radio propagation work the absolute value of the refractive index of the atmosphere is of small moment. However, in some work it is important and it seems highly desirable to decide upon a particular set of constants. Through consideration of the various recent experiments this paper arrives at a relation 77.6 e N = ~ p + 4,810-T T where p=total pressure in millibars e=partial pressure of water vapor in millibars T=absolute temperature= (degree C + 273). This expression is considered to be good to 0.5 per cent in N for frequencies up to 30,000 mc and normally encountered ranges of temperatures, pressure and humidity.

    @Article{smithWeintraub1953AtmosphericRefractiveIndex,
    author = {Smith, E.K. and Weintraub, S.},
    title = {The Constants in the Equation for Atmospheric Refractive Index at Radio Frequencies},
    journal = {Proceedings of the IRE},
    year = {1953},
    volume = {41},
    number = {8},
    pages = {1035-1037},
    month = aug,
    issn = {0096-8390},
    abstract = {Recent improvements in microwave techniques have resulted in precise measurements which indicate that the conventional constants K1 = 79 K/mb and K2' =4,800 K in the expression for the refractivity of air, N=(n-1) 10^6 = [K1/T](p+ K2'(e/T)] should be revised. Various laboratories appear to have arrived at this conclusion independently. In much of radio propagation work the absolute value of the refractive index of the atmosphere is of small moment. However, in some work it is important and it seems highly desirable to decide upon a particular set of constants. Through consideration of the various recent experiments this paper arrives at a relation 77.6 e N = ~ p + 4,810-T T where p=total pressure in millibars e=partial pressure of water vapor in millibars T=absolute temperature= (degree C + 273). This expression is considered to be good to 0.5 per cent in N for frequencies up to 30,000 mc and normally encountered ranges of temperatures, pressure and humidity.},
    doi = {10.1109/JRPROC.1953.274297},
    file = {:smithWeintraub1953AtmosphericRefractiveIndex.pdf:PDF},
    keywords = {Atmosphere;Atmospheric measurements;Equations;Humidity;Microwave measurements;Microwave theory and techniques;Radio frequency;Radio propagation;Refractive index;Temperature distribution},
    pdf = {../../../docs/smithWeintraub1953AtmosphericRefractiveIndex.pdf},
    
    }
    


BACK TO INDEX BACK TO OTHMAR FREY'S HOMEPAGE


Disclaimer:

Please note that access to full text PDF versions of papers is restricted to the Chair of Earth Observation and Remote Sensing, Institute of Environmental Engineering, ETH Zurich.
Copyright and all rights therein are retained by authors or by other copyright holders. All persons copying this information are expected to adhere to the terms and constraints invoked by each author's copyright.

This collection of SAR literature is far from being complete.
It is rather a collection of papers which I store in my literature data base. Hence, the list of publications under PUBLICATIONS OF AUTHOR'S NAME should NOT be mistaken for a complete bibliography of that author.




Last modified: Fri Feb 24 14:22:26 2023
Author: Othmar Frey, Earth Observation and Remote Sensing, Institute of Environmental Engineering, Swiss Federal Institute of Technology - ETH Zurich .


This document was translated from BibTEX by bibtex2html