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1
®
NIC COMPONENTS CORP. www.niccomp.com www.lowESR.com www.RFpassives.com www.SMTmagnetics.com
• CLASS I DIELECTRIC, TEMPERATURE COMPENSATING
• HIGH STABILITY OVER TIME, VOLTAGE AND
TEMPERATURE CHANGES
• LOW DIELECTRIC LOSS
• NICKEL BARRIER TERMINATIONS AND EXCELLENT
MECHANICAL STRENGTH
SPECIFICATIONS NPO
FEATURES
Multilayer Ceramic Chip Capacitors NMC Series NPO
0.4
0.3
0.2
0.1
0.0
-0.1
-0.2
-0.3
-0.4
-55 -25 0 25 50 75 100 125
Typical NPO Temperature Coeffi cient
1 10 100 1000
1000
100
10
1
0.1
0.01
Impedance vs. Frequency NPO
1000pF 100pF
Temperature (Degrees Celsius)
Frequency (MHz)
0.2
0.1
0.0
-0.1
-0.2 0 10 20 30 40 50 60 70 80 90 100
Voltage Coeffi cient of
Capacitance - NPO
DC Volts Applied
Minimum Insulation Resistance
vs Temperature
Temperature (Degrees C)
10 25 100 150
10,000
1000
100
10
0.2
0.1
0.0
-0.1
-0.21 10 100 1000 10000
Aging Rate - NPO
Hours
NMC 0805 NPO 101 J 50 TRP or TRPLP 3K F
RoHS Compliant
Optional Reel Qty (3K=3,000pcs)
Tape & Reel (Embossed Plastic Carrier)
Tape & Reel (Punched carrier)
Voltage (Vdc)
Capacitance Tolerance Code (see chart)
Capacitance Code, expressed in pF, fi rst 2 digits are
signifi cant, 3rd digit is no. of zeros, “R” indicates
decimal for under 10pF
Temperature Characteristic
Size Code (see chart)
Series
PART NUMBER SYSTEM
Capacitance Range 0.47pF to 0.068μF
Capacitance Tolerance Below 10pF: ±0.1pF(B), ± 0.25pF(C), ±0.5pF(D)
10pF and above: ±1%(F), ±2%(G), ±5% (J)
Operating Temperature Range -55°C ~ +125°C
Temperature Characteristics 0 ± 30ppm/°C
Rated Voltages 25Vdc, 35Vdc, 50Vdc (see NMC-H Series for higher voltages)
Dissipation Factor For values >30pF 0.1% @ 25°C; For values < 30pF Q=400+20 x C (C in pF)
insulation Resistance 10,000Megohms min. or 500Megohm/μF (min.), whichever is less @ +25°C
Dielectric Withstanding Voltage 250% of Rated Voltage for 5 ±1 seconds, 50mA maximum current
Test Conditions (EIA-198-2E) <1000pF; 1MHz, 1.2Vrms max. or >1000pF; 1KHz, 1.2Vrms max.
Expanded
01005
Case Size