![](data:image/jpeg;base64,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)
Jersey City, NJ 07302 USA
Basic Theory of Operation / “Tripped” Resistance Explanation
Fundamentally, a Bel PTC consists of a block of polymeric material containing conductive filler and bonded
between two conductive, planar terminations.
At currents below the device IHOLD rating, AND at temperatures below 100C, the PTC maintains a
resistance value below its R1 MAX rating.
As the device's temperature approaches 130C, either due to an increase in
current exceeding its I TRIP rating, volumetric expansion of the filled polymer breaks apart the majority of
conductive pathways across the terminals created by chain contact of adjacent filler particles or device
ases sharply by several orders of magnitude.
At the much higher “Tripped” resistance, there is just enough leakage current to allow internal heating to
“hold” the device in its tripped state (around 125C) until power is interrupted. Once power is removed,
PTC's core cools and contracts allowing conductive chains to reform and return the device to its low
The catalog data for each device specifies a "Typical Power" value. This is the power required to exactly
match the heat lost by th
e tripped device to its ambient surroundings at 23C. By Ohm's Law, power can be
stated as: W = E^2/R. Thus the approximate resistance of a “Tripped” PTC can be determined by: R =
E^2/W, where "E" is the voltage appearing across the PTC (usually the supply'
s open circuit voltage), and
"W" is the Typical Power value for the particular PTC.
Since the PPTC acts to maintain a constant internal temperature, its apparent resistance will change based
upon applied voltage and, to a lesser degree, ambient conditions.
Consider the following example....
A PTC with a Typical Power of 1 watt protecting a circuit using a 60V supply will demonstrate an apparent,
tripped resistance "R" of:
This same tripped device when used to protect a 12V circui
t would now present an apparent resistance of:
The value for Typical Power is "typical" because any physical factors that affect heat loss (such as ambient
temperature or air convection) will somewhat alter the level of power that
the PTC needs to maintain its
internal temperature. In short, PTCs do not exhibit a constant, quantifiable tripped resistance value.
cifications subject to change without notice