DocumentCode :
2686478
Title :
The theory of zero-gradient crystal ovens
Author :
Karlquist, R.K. ; Cutler, L.S. ; Ingman, E.M. ; Johnson, J.L. ; Parisek, T.
Author_Institution :
Hewlett-Packard Co., Santa Clara, CA, USA
fYear :
1997
fDate :
28-30 May 1997
Firstpage :
898
Lastpage :
908
Abstract :
Crystal ovens designed to have zero or near-zero thermal gradients within the oven mass are described both from a theoretical viewpoint, and with actual examples. Thermal gains of well over 100,000 in a single oven with a height of only 19 mm. (¾ inch) have been demonstrated experimentally. Conventional ovens often have one or two point sources of heat and rely on high thermal conductance in the oven mass to achieve a temperature profile that is roughly isothermal. Unavoidable residual thermal gradients limit the achievable thermal gain to a few thousand, and in only a small area. By using distributed heaters that match the heat loss distribution, the overt mass can be maintained arbitrarily close to a zero gradient state with resultant high thermal gain over most of its volume. An idealized strawman oven with spherical symmetry is used to establish the basic principles of zero gradient ovens. These are then applied to a practical oven configuration having cylindrical symmetry. A finite element analysis of this oven is presented. Experimental results of actual ovens are given
Keywords :
crystal oscillators; finite element analysis; heat losses; ovens; 19 mm; cylindrical symmetry; distributed heaters; finite element analysis; heat loss distribution; spherical symmetry; strawman oven; thermal gradients; zero-gradient crystal ovens; Conducting materials; Insulation life; Isothermal processes; Laboratories; Ovens; Servomechanisms; Temperature sensors; Thermal conductivity; Thermal resistance; Thermistors;
fLanguage :
English
Publisher :
ieee
Conference_Titel :
Frequency Control Symposium, 1997., Proceedings of the 1997 IEEE International
Conference_Location :
Orlando, FL
Print_ISBN :
0-7803-3728-X
Type :
conf
DOI :
10.1109/FREQ.1997.639207
Filename :
639207
Link To Document :
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