![](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
e value below its R1 MAX rating.
As the device's temperature approaches 130C, either due to an increase in ambient temperature or a
current exceeding its I TRIP rating, volumetric expansion of the filled polymer breaks apart the majority of
ways across the terminals created by chain contact of adjacent filler particles or device
resistance increases sharply by several orders of magnitude.
At the much higher “Tripped” resistance, there is just enough leakage current to allow internal heating
“hold” the device in its tripped state (around 125C) until power is interrupted. Once power is removed, the
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 the 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” P
TC 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, i
ts 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,
This same tripped device when used to protect a 12V circuit would now present an apparent resistance of:
The value for Typical Power is "typical" because any physical factors that aff
ect 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