Panels, Enclosures & Thermal

Electrical Terminal Heating Calculator

Calculate contact power loss, voltage drop, daily heat energy, and optional temperature-rise estimate from current and contact resistance.

Terminal contact-heating equations

Contact resistance creates voltage drop and localized heat. Because current is squared, small resistance increases become important at high current.

Contact voltage drop
Vcontact = I × Rc
Contact power loss
Pheat = I² × Rc
Thermal sensitivity estimate
ΔT = Pheat × Rθ

where:

Rc
Measured contact or joint resistance[Ω]
I
Current through the connection[A]
Pheat
Localized electrical loss[W]
Validated thermal resistance of the connection to ambient[K/W]
ΔT
Estimated temperature rise[K]

Without validated thermal resistance, I²R accurately estimates electrical loss but cannot by itself predict exact terminal temperature.

How to calculate terminal heating

Enter current and measured connection resistance. The calculator uses I²R for contact loss and IR for voltage drop, then compares the result with a healthy reference at the same current.

  1. Measure current under stable load.
  2. Measure or estimate contact resistance consistently.
  3. Calculate voltage drop and I²R loss.
  4. Compare phases or a healthy reference.
  5. Validate temperature under real enclosure conditions.

High-current contact example

At 200 A, a 100 µΩ connection dissipates 4 W. A healthy 25 µΩ reference dissipates 1 W, so a fourfold resistance increase creates four times the heat at the same current.

P = 200² × 0.0001 = 4 W

V = 200 × 0.0001 = 20 mV

Resistance and thermal runaway

Loose hardware, poor crimping, oxide, contamination, and cycling increase contact resistance. Heat accelerates oxidation and relaxation, which can further increase resistance and produce a worsening failure cycle.

Why exact temperature is difficult

Electrical loss is calculable from I²R, but temperature also depends on terminal mass, conductor heat sinking, airflow, enclosure temperature, adjacent phases, duty cycle, and mounting. Use a validated thermal resistance or physical testing for temperature prediction.

Assumptions

  • Current and contact resistance remain constant
  • Resistance is the complete measured connection resistance
  • Thermal resistance is an optional lumped estimate, not a tested terminal characteristic

Important Warnings

  • Calculated temperature is not a certified terminal temperature; real heating depends on conductor heat sinking, cycling, airflow, enclosure, oxidation, and measurement method.
  • Hot, discolored, loose, arcing, or damaged terminals require de-energized qualified inspection and corrective action.

FAQ

Why does terminal heating rise so quickly?

Power is proportional to current squared. Doubling current produces four times the heat at the same resistance.

Can a tiny resistance matter?

Yes. At hundreds of amperes, tens or hundreds of micro-ohms can create several watts at one small contact area.

Can this predict exact terminal temperature?

Only if a validated thermal resistance is known for the actual assembly. Otherwise the temperature result is a sensitivity estimate.