Dendiuk M. Mathematical model for a two-dimensional viscoelastic state of wood in the process of drying

Українська версія

Thesis for the degree of Candidate of Sciences (CSc)

State registration number

0408U002965

Thesis Registration Form

0408U002965.pdf

Applicant for

Specialization

  • 01.05.02 - Математичне моделювання та обчислювальні методи

26-05-2008

Specialized Academic Board

Д 35.052.05

Lviv Polytechnic National University

Essay

The new mathematical model is synthesized that takes into account the anisotropy of thermalphysic and rheological properties of wood. The algorithm and software package are elaborated for computing the dynamic of humidity and tensions in saw-timber during the process of drying. New method for direct non-destructive monitoring of tensions on the surface of drying saw-timber is developed and the circuit of controlling system for drying process is offered.

Read more

Files

aref.doc

dys--DOC--diss01.doc

dys--DOC--diss02.doc

dys--DOC--diss03.doc

dys--DOC--diss04.doc

dys--DOC--diss05.doc

dys--DOC--diss06.doc

dys--DOC--diss07.doc

dys--DOC--diss08.doc

dys--DOC--diss09.doc

dys--DOC--diss10.doc

dys--DOC--diss11.doc

dys--DOC--diss11.doc

dys--DOC--diss12.doc

Similar theses

0423U100159

Yuliya A. Senyk

Modeling and researching of size effects in electroconductive bodies

0523U100127

Kashpur Olena Fedorivna

Interpolation of operators in Hilbert and Euclidean spaces

0423U100110

Kurash Serhii Yu.

Mathematical modeling of the reaction of buildings and structures to explosive effects

0523U100103

Shevchenko Serhii Stanislavovich

Mathematical models of processes in centrifugal machines sealing systems

0523U100042

Melnyk Andriy Mykolayovych

Knowledge-driven software systems for interval analysis and modeling of complex objects