MODEL Model 2414/2415 Model 2413F Model 2431 Model 2412 Model 2417 Model 2434
AC A
(50/60Hz)
20/200mA/100A(M-2414)
20mA/2/100A(M-2415)
±
1.5%rdg±2dgt(20/200mA/2A)
±
2%rdg±5dgt(100A)
200mA/2/20/200A/1000A
±
1.5%rdg±2dgt(200mA/2/20A)
±
2%rdg±2dgt(200A 0~500A)
±
5.5%rdg(501~1000A)
20/200mA/200A
±
3%rdg±5dgt(20/200mA/100A)
±
5%rdg±5dgt(200A)
20/200mA/2/20/200/500A
±
1.5%rdg±5dgt(20/200mA/2A)
±
2%rdg±5dgt(20/200A)
±
2.5%rdg±5dgt(500A)
200/2000mA/20/200/500A
(True RMS)
±
1.5%rdg±6dgt(20/2000mA)
±
2%rdg±6dgt(20/200A)
400mA/4/100A
±
2%rdg±4dgt
±
2.5%rdg±6dgt(500A)
AC A
(WIDE)
20/200mA/100A(M-2414)
20mA/2/100A(M-2415)
±
1.5%rdg±2dgt(20/200mA/2A)
±
2%rdg±5dgt(100A)
200mA/2/20/200A/1000A
±
1%rdg±2dgt
(200mA/2/20A)(50/60Hz)
±
2%rdg±2dgt(200A 0~500A)
±
5.5%rdg(501~1000A)
20/200mA/200A
±
2%rdg±4dgt(20/200mA/100A)
(50/60Hz)
±
5%rdg±6dgt(20/200mA/100A)
(40
~
400Hz)
±
5%rdg±4dgt(200A) (50/60Hz)
20/200mA/2/20/200/500A
±
1%rdg±3dgt(50/60Hz)
(20/200mA/2A)
±
1.5%rdg±3dgt
(50/60Hz)(20/200A)
±
2%rdg±3dgt(50/60Hz)(500A)
200/2000mA/20/200/500A
(True RMS)
±
3%rdg±4dgt(200mA/2/20A)
(50/60Hz)
400mA/4/100A
±
2%rdg±4dgt
(50/60Hz)
±
3%rdg±5dgt
(40-400Hz)
±
3.5%rdg±4dgt(200A 0~500A)
±
4%rdg±4dgt(500A)
AC V 500V
±
1.5%rdg±2dgt(50/60Hz)
±
2%rdg±5dgt(40Hz~1kHz)
600V
±
2%rdg±5dgt(50/60Hz)
±
3.5%rdg±5dgt(40Hz~1kHz)
Ω
200
Ω
±
1.5%rdg±5dgt
Conductor Size
φ
30mm max.
φ
68mm max.
φ
24mm max.
φ
40mm max.
φ
28mm max.
Safety Standard
Frequency Response 40Hz
~
1kHz 40Hz~1kHz 40~400Hz 40Hz~1kHz 40~400Hz
Output
AC/DC200mV against 2000 count
DC200mV against 2000 count
Withstand Voltage 2200V AC for 1 minute 3000V AC for 1 minute 1000V AC for 1 minute 3700V AC for 1 minute
Power Source R6P(AA)(1.5V
) × 2 6F22(9V) ×
1 LR-44(1.5V) × 2 6F22(9V) × 1 or AC Adaptor 6F22(9V)
R03(AAA) (1.5V) × 2
Effect of External
Stray Magnetic Field
φ
15mm 100A
7mA AC max. 10mA AC max. 10mA AC max. 10mA AC max. 10mA AC max. 20mA AC max.
×
1
Dimensions 173(L) × 80(W) × 32(D)mm 250(L) × 130(W) × 50(D)mm 149(L) × 60(W) × 26(D)mm 209(L) × 96(W) × 45(D)mm 169(L) × 75(W) × 40(D)mm
Weight 210g approx. 570g approx. 120g approx. 450g approx. 220g approx.
Accessories 7053(Test Leads)
9052(Carrying Case)
R6P(AA)
×
2
Instruction Manual
9064(Carrying Case)
6F22
×
1
Instruction Manual
9090(Carrying Case)
LR-44
×
2
Instruction Manual
7066(Test Leads)
9072(Carrying Case)
8025(Plug for Output Jack)
6F22
×
1
Instruction Manual
9079(Carrying Case) Carrying Case
6F22
×
1
Instruction Manual
R03
×
2
Instruction Manual
Optional 8004/8008(Multi-Tran)
8021(Energizer)
7073(2WAY Output Cord)
IEC61010-1 CAT. 300V
IEC61010-2-032
IEC61010-1 CAT. 300V
IEC61010-2-032
IEC61010-1 CAT. 300V
IEC61010-2-032
8004/8008(Multi-Tran)
8021(Energizer)
8004/8008(Multi-Tran)
8022(AC Adaptor)(110V)
8023(AC Adaptor)(220V)
7014(Output Probe)
8004/8008(Multi-Tran)
8004/8008(Multi-Tran)
These Multi-Trans can not be used for leakege current measurement.
IEC61010-1 CAT. 300V
IEC61010-2-032
Specifications
This switch is designed to select "WIDE" or "50/60Hz" range.
"WIDE" range covers a wide frequency band of 40Hz to 1kHz. AC
current having a fundamental waveform and harmonics can be
measured over this range. "50/60Hz" is restricted to a frequency
response of 40Hz to 100Hz and therefore permits measurement of
AC current of fundamental frequency only by filtering harmonic
content. When in doubt as to the presence of harmonics you can
identify it by using this frequency selector switch. To give an example, the following shows the results of AC current measurement on
an earthing wire within a switchbox where there is an inverter
based airconditioner is connected at summertime. Model 2414
reads 56mA AC with the frequency selector switch set at the
"WIDE" position as shown, while it displays 3mA at the "50/60Hz"
switch position. The difference between the two readings (56mA 3mA = 53mA) is considered leakage current caused by harmonics.
The test also found that this leakage current is flowing into single
phase, 3-wire circuits other than those connected with the inverters
in the building inspected.
High frequency selector switch
Most alternating currents and voltages are expressed in effective
values, which are also referred to as RMS(Root-Mean-Square)values. The effective value is the square root of the average of the
square of alternating current or voltage values.
Many clamp meters with rectifier type circuits have scales that are
calibrated in RMS values for AC measurements. But, they actually
measure the average value of input voltage or current, assuming
the voltage or current to be a sine wave.
The conversion factor for a sine wave, which is obtained by dividing the effective value by the average value, is 1.1. These instruments are in error if the input voltage or current has some other
shape than a sine wave.
True RMS value