Stability Analysis of Two-Dimensional Pool-Boiling Systems

Stability Analysis of Two-Dimensional Pool-Boiling Systems

In this paper we consider a model for pool-boiling systems known from the literature. This model involves only the temperature distribution within the heater and models the heat exchange with the boiling medium via a nonlinear boundary condition imposed on the fluid-heater interface. The model allows multiple homogeneous (i.e. spatially constant) and multiple heterogeneous steady-state solution...

Pool boiling heat transfer coefficient of pure liquids using dimensional analysis

The pool boiling heat transfer coefficient of pure liquids were experimentally measured on a horizontal bar heater at atmospheric pressure. These measurements were conducted for more than three hundred data in thermal currents up to 350 kW.m-2. Original correlations and the unique effect of these correlations on experimental data were discussed briefly. According to the analysis, a new empirica...

Stability Analysis for Two-Dimensional Systems

from the Polytechnic Institute of Brooklyn, Brooklyn, NY, in 1955, 1956, and 1968, respectively (Westinghouse Fellow 1956, Bell Telephone Laboratories Fellow 19571958). Since 1958 he has been employed by Bell Laboratories, Murray Hill, NJ, where he presently is a Member of the Mathematical Studies Department. He has been concerned with analysis of radar systems for military defense, synthesis a...

Stability Analysis of Two-Dimensional Linear Time Invariant Discrete Systems

A two-dimensional linear time invariant arises in image processing and geophysics for processing seismic, gravity as well as magnetic data. Two dimensional recursive filters in the frequency domain poses a great challenge in its stability which affects the output that need to be very accurate. Many algebraic schemes are on hand to test the stability of two-dimensional systems. A typical algebra...

Secondary pool boiling effects