Bioelectricity and Biophotonics Engineering Past Paper Notes PDF

Summary

These lecture notes cover bioelectricity and biophotonics engineering. The document details different equilibrium conditions, such as Nernst, resting, and Donnan, which are relevant in living cells. The document involves examples and equations to explain these concepts.

Full Transcript

WSC331 Bioelectricity and Biophotonics Engineering Felipe Iza P 3G Plasma and Pulsed Power Group Loughborough University, U.K. Slide S...

WSC331 Bioelectricity and Biophotonics Engineering Felipe Iza P 3G Plasma and Pulsed Power Group Loughborough University, U.K. Slide Set Bioelec 6 [email protected] www.lboro.ac.uk/eese/ourpeople 1 Recap from previous lecture Interior / Cytoplasm Im + IC Ik INa ICl Vm gk gNa gCl Cm Ek ENa ECl - Extracellular medium 2 Nernst and resting potentials  Nernst Potential: Equilibrium transmembrane potential for a single ion. “Electrical measure of the strength of diffusion of one ion.” e RT  C p  Ep  ln i Z p F  C p   Resting Potential: Equilibrium (Itotal=0) transmembrane potential when multiple ions are present. Weighted average of Nernst potentials based on the conductivities of the channels. Vm   gE p p Goldman-Hodgkin-Katz g p equation 3 Example Nerve (Squid axon) Intracellular Extracellular Conductance mM mM mS/cm2 K+ 397 20 0.415 Na+ 50 437 0.010 Cl- 40 556 0.582  What is the resting potential of a squid axon?  At the resting potential, is there any net current flowing across the membrane?  At the resting potential, is there any net flow of ions across the membrane? 4 Answer + Ik INa ICl gk gNa gCl Vm Ek ENa ECl - 25 20 E K  ln  74.7mV 1 397 g K 0.415 mS/cm2 25 437 E Na  ln 54.2mV g Na 0.010 mS/cm2 1 50 25 556 g Cl 0.582 mS/cm2 E Cl  ln  65.8mV 1 40 g K E K  g Na E Na  g Cl E Cl Vm   68mV g K  g Na  g Cl 5 Ionic currents ENa 0 ECl -68 Vm EK VVmm>E >EKK   IIKK>0>0 ?   efflux of potassium influx/efflux of potassium ions ions? VVmm

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