biologia plantarum

International journal on Plant Life established by Bohumil Němec in 1959

Biologia plantarum 28:329-337, 1986 | DOI: 10.1007/BF02902243

The feasibility of utilizing a mathematical model in studying nonlinear transport processes in living systems

J. Michalov1
1 Institute of Experimental Biology and Ecology, Slovak Academy of Sciences, Bratislava, Czechoslovakia

On the basis of proportionality between flow and its conjugated force a mathematical model for volume, current and osmotic flows was designed and a method for the experimental measurement of flows, the transbarrier (trans-segmental) potential and the rate of flow was devised.
The results obtained experimentally as well as using the mathematical model indicate that the plant root is differentiated not only according to localization, but also according to the conductivity, permeability and selectivity of these tissues.

Received: June 19, 1985; Accepted: January 16, 1986; Published: September 1, 1986  Show citation

ACS AIP APA ASA Harvard Chicago Chicago Notes IEEE ISO690 MLA NLM Turabian Vancouver
Michalov, J. (1986). The feasibility of utilizing a mathematical model in studying nonlinear transport processes in living systems. Biologia plantarum28(5), 329-337. doi: 10.1007/BF02902243
Download citation

References

  1. Katchalsky, A., Curran, P.: Nonequilibrium Thermodynamics in Biophysics. - Harward University Press, Cambridge, Massachusets 1967.
  2. Michalov, J.: Transport processes through root tissues. - In:Cram, J. W. et al. (ed): Membrane Systems in Plants. Pp. 51-52. Academia, Praha 1984.
  3. Michalov, J., Masaryková, V., Kozinka, V.: Electro-osmotic measuring of induced longitudinal flow of water solution through segments of maize roots and branches of white birch. - Biológia (Bratislava)31: 269-279, 1976.
  4. Michalov, J., Palčáková, Z.: The electroosmotic model of water transport through biological barriers. - Kybernetika15: 482-487, 1979.