By Subrata Saha
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Additional resources for Biomedical Engineering I. Recent Developments: Proceedings of the First Southern Biomedical Engineering Conference
Pseudomultitasking by multiple read/writes to/from disk were judged too slow. Thus a totally RAM contained routine was considered. The microcomputers operating system was modified to allow limited multitasking, by using the 6502's non-maskable interrupt to activate a machine language routine that preserves the status of the resident program (zero page and screen RAM) after checking the status of the IEEE-488 port. The Basic and machine language programs, variables, arrays and strings were not moved.
K ^ V p . k + r W p . k (8) v,k= - ( J WCT+R fv,k )Y p,k /S v,k Here γ, is the propagation constant for the kth subsection, Y the admittance of the partition membranes, Rft,k and Rfv,k the viscosity constants in the scalas, St,k and Sv,k the area in the scalas and w and σ the frequency and perilymph density. All these parameters are quantized vs. distance from Zwislocki's model (1963). If we canefficiently estimate the transmission-reflection coefficients for each subsection, we will be able to get some information about the vari ation of these parameters v s .
POSSIBLE EXTENSION OF THIS METHOD TO COCHLEAR MECHANICS In a first approach to modeling cochlear mechanics it has been possi ble to determine a cascade model for the cochlea quite similar to the one given for the middle ear (fig. l a ) . This shows the possibility for the PARCOR algorithm to be applied also for the characterization of transmission patterns inside the cochlea. For this model (Rodellar, 1982) the transmission-reflection coefficients between each one of the incremental subsections will be given by the following expressions p =(Y k kVk+i + W p .
Biomedical Engineering I. Recent Developments: Proceedings of the First Southern Biomedical Engineering Conference by Subrata Saha