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Power Resistor
Type RR Series
3-1773449-2 CIS WR 10/2011 Dimensions are in millimeters Dimensions are shown for For email, phone or live chat, go to: te.com/help
and inches unless otherwise reference purposes only.
specified. Values in brackets Specifications subject
are standard equivalents. to change.
2W
10-6 10-5 10-4 10-3 10-2 10-1 1
105
104
103
102
10
Pmax (W)
Ti(S)
Maximum permissible peak pulse power (Pmax) as a function of pulse duration (Ti)
3W
10-6 10-5 10-4 10-3 10-2 10-1 1
105
104
103
102
10
Pmax (W)
Ti(S)
Maximum permissible peak pulse power (Pmax) as a function of pulse duration (Ti)
One Pulse
One Pulse
Condition Test: Resistance change
≤±5% with pulse 1000 cycles as
like the figure (reference only).
1. Added power and added voltage
are within the lower teritory of this
graph.
2. Added in normal temperature
and humidity.
T
Po
10s
Condition Test: Resistance change
≤±5% with pulse 1000 cycles as
like the figure (reference only).
1. Added power and added voltage
are within the lower teritory of this
graph.
2. Added in normal temperature
and humidity.
T
Po
10s
Marking
The nominal resistance and tolerance are marked on the resistor using four or five coloured bands in
accordance with IEC publication 60062 “Colour code for fixed resistors”. Standard values of nominal
resistance are taken from the E24/E96 series for resistors with a tolerance of ±5% or ±1%. The values
of the E24/E96 series are in accordance with IEC publication 60063.
10-6 10-5 10-4 10-3 10-2 10-1 1
105
104
103
102
10
Pmax (W)
Ti(S)
Maximum permissible peak pulse power (Pmax) as a function of pulse duration (Ti)
Pulse Characteristics -
1W
One Pulse
Condition Test: Resistance change
≤±5% with pulse 1000 cycles as
like the figure (reference only).
1. Added power and added voltage
are within the lower teritory of this
graph.
2. Added in normal temperature
and humidity.
T
Po
10s