Calculating Channel Conductance Calculator

Enter current, voltage, and channel settings with ease. Study conductance, resistance, and driving force values. Download reports and learn formulas through clear examples today.

Calculator

Formula Used

Driving force: Vd = V - E

Channel conductance: G = I ÷ Vd

Resistance: R = 1 ÷ G

Single channel conductance: γ = G ÷ (N × Po)

Geometric conductance: G = σπr² ÷ L

In this page, picoamps divided by millivolts gives nanosiemens. Resistance is shown in megaohms for easy comparison. The geometric equation assumes a simple cylindrical path.

How to Use This Calculator

  1. Enter the measured current in picoamps.
  2. Enter membrane voltage and reversal potential in millivolts.
  3. Add channel count and open probability for single channel output.
  4. Enter radius, length, and conductivity for geometry comparison.
  5. Press Calculate to see results below the header.
  6. Use CSV or PDF buttons to save the same result.

Example Data Table

Case Current pA Voltage mV Reversal mV Driving mV Conductance nS
Small channel set 80 -30 -70 40 2
Moderate flow 120 -20 -80 60 2
High conductance 300 10 -50 60 5

Channel Conductance Guide

What Conductance Means

Channel conductance describes how easily charge moves through a channel. It is often used for ion channels, pores, membranes, and simplified circuit paths. A higher value means current passes more easily. A lower value means the channel resists flow.

Main Calculation Idea

This calculator uses current, membrane voltage, and reversal potential. The difference between voltage and reversal potential is the driving force. Current divided by driving force gives conductance. With picoamps and millivolts, the answer is directly in nanosiemens.

Resistance and Open Channels

The tool also estimates resistance, because conductance and resistance are opposites. Resistance helps users compare channels with familiar circuit terms. It can show whether a path is highly open, partly open, or almost closed. For channel groups, the calculator can include channel count and open probability. This gives single channel conductance and current per open channel.

Geometry Estimate

Advanced users may also enter radius, length, and solution conductivity. These values create a simple geometric estimate. It assumes a cylindrical channel. It is not a full biological model. It is useful for quick comparisons and teaching. Differences between electrical and geometric conductance can suggest gating, selectivity, measurement error, or missing assumptions.

Good Unit Practice

Use careful units for best results. Current should be entered in picoamps. Voltage and reversal potential should be in millivolts. Radius and length should be in nanometres. Conductivity should be in siemens per metre. A zero driving force cannot produce a stable conductance value, because the formula would divide by zero.

Result Review

The result area appears above the form after submission. It gives total conductance, signed conductance, resistance, driving force, and optional channel estimates. The downloadable files help keep records. The example table gives sample values for common scenarios.

Practical Use

This calculator is made for learning, planning, and quick checks. It cannot replace laboratory analysis. Real channels may have nonlinear current voltage curves, rectification, noise, and concentration effects. Still, the basic conductance formula is a strong first step. It helps users understand flow quickly. It also supports clean comparisons between experiments, devices, membranes, and channel models.

Design Insight

For design tasks, it can estimate how changing size affects flow. Wider pores increase area. Longer pores reduce conductance. Higher conductivity raises conductance. These trends are simple, but they guide early choices before deeper simulation or measurement begins and saves review time.

FAQs

What is channel conductance?

Channel conductance shows how easily current passes through a channel. It is the opposite of resistance. Higher conductance means easier charge flow.

Which units should I enter?

Enter current in picoamps. Enter voltage and reversal potential in millivolts. Enter radius and length in nanometres. Enter conductivity in siemens per metre.

Why is reversal potential needed?

Reversal potential helps find driving force. Conductance depends on current divided by the difference between membrane voltage and reversal potential.

Can driving force be zero?

No stable conductance value can be calculated when driving force is zero. The equation would divide by zero, so change one voltage input.

What does single channel conductance mean?

Single channel conductance estimates conductance for one open channel. It uses total conductance, channel count, and open probability.

What is open probability?

Open probability is the fraction of time a channel is open. It should be greater than zero and no more than one.

What does geometric conductance show?

Geometric conductance estimates flow from channel radius, length, and solution conductivity. It assumes a simple cylindrical channel path.

Are CSV and PDF downloads included?

Yes. Enter values and press the download buttons. The page recalculates the result and sends a CSV or PDF file.

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Important Note: All the Calculators listed in this site are for educational purpose only and we do not guarentee the accuracy of results. Please do consult with other sources as well.