Calibration of the SIET
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Model of a Diffusional Point Source and the Non-invasive Scanning
Ion-selective Electrode Technique, SIET
Predicted and observed µVolt difference curves for diffusion of protons
(left) and potassium (right) from a point source:
Predictive equation for dV, the µV difference at a point in space,
r µ from a point source:
eff = efficiency of the measure
S K dr r = distance to point source
dV = eff ------- / (Cb + K/r) , where: dr = oscillation distance
z r2 K = slope of [ion] curve
Cb = background [ion]
S = Nernst coeficient
z = unit charge on the ion
This calibration curve allows one to estimate the efficiency, eff, of
the electrode which can be used to turn any µV difference measured with
a similar electrode into an observed flux of that ion in the space arround
a cell or tissue.
Ion flux, J, emanating from a distant (µm) point source:
Observed and predicted values for 2 LIXs proton (left) and
potassium (right).
Predictive equation for ionic flux, Jo:
D = diffusion coeficient for the ion (cm-2 sec-1)
Jo = - D dC/dr , where dC = concentration differential
dr = oscillation differential
Ion |
Do |
i |
Nernst slope |
LIX |
t90 |
Hz |
eff% |
K+
| 19.6
| +1
| 58
| K IB
| <1s.
| 0.3
| 70%
|
H+
| 93.7
| +1
| 58
| H IIA
| ~0.6s
| 0.3
| 80%
|
Ca++
| 7.9
| +2
| 29
| Ca IIA
| <5s
| 0.3
| 50%
|
Mg++
| 7.1
| +2
| 29
| Mg IV
| <30s
| 0.25
| 30%
|
Cl-
| -20.3
| -1
| -58
|
D is expressed as 106D/cm2 sec-1.
Nernst Slope, S, is expressed in mV.
If you have questions about calibrating the various vibrating probes
or the University of Massachusetts
Vibrating Probe Facility,
email its PI, Joe Kunkel
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