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SP Series Ñ
Splashproof Ultra Low Profile
Splashproof, ultra low profile, 3
1
/
2
digit snap-in meters with gasket. The SP Series can be
front or rear panel mounted. 12 pin versions allow more modes of operation and
compatibility with competing types. 8 pin versions are lower cost, easier to use and more
suited to new designs
Lascar
Panel Meters
Prices Subject To Change Ñ We Always Ship At The Lowest Price In Effect ALLIED
c
1019
EM Series Ñ Round Hole Mounting Digital Panel Meters
Now anyone with a drill can mount a digital panel meter in less than a minute. Modules in EM Series are fitted with a threaded stud allowing users to mount the product through a
7
/
32
" hole.
Stock Mfr.Õs Module Digit Module Mounting Connection Supply Measurement EACH
No. Type Function Ht. (In.) Size (In.) Hole (In.) (Wires) Voltage Ranges
572-0001 EMV 1125 3
1
/
2
digit, low cost, LCD voltmeter 0.50 1.71 ´ 0.84
7
/
32
10 7.5-15 VDC ±200 mVDC 24.95
572-0002 EMV 1200 3 digit, signal powered, LCD voltmeter 0.50 1.71 ´ 0.84
7
/
32
2 3.0-50 VDC 4-25 VDC 24.95
572-0003 EMT 1900 3
1
/
2
digit LCD thermometer 0.50 1.71 ´ 0.84
7
/
32
min. 2 4.0-28 VDC +14 to +122ûF 24.95
Ð4 to +428¡F
572-0004 EMC 1500 5 digit LCD hour meter 0.35 1.71 ´ 0.84
7
/
32
min. 3 5.0-27 VDC 9999.9 hrs. 24.95
99999 hrs.
572-0005 EMA 1710 LCD analog style panel meter Ñ 1.71 ´ 0.84
7
/
32
3 5.0-12 VDC 0-1 VDC 19.95
10 Series Ñ Snap-In Sub-Miniature Digital Panel Meters
A range of snap-in, sub-miniature digital panel instruments with LED backlighting for low
light conditions and single rail operation for ease of use. LED and 4-20 mA versions of the
range are also available.
Stock Mfr.Õs Module Digit Module Panel Snap-In Single LED Screw Supply Measurement EACH
No. Type Function Ht. (In.) Size (In.) Cut-Out Bezel Rail Backlit Term. Voltage Ranges
572-0006 DPM 1S-BL 3
1
/
2
digit LCD voltmeter, backlit, single rail 0.22 1.18 ´ 0.55 1.12 ´ 0.45 444Ñ 3-7 VDC ±200 mVDC 34.95
572-0007 DPM 2S-BL 3
1
/
2
digit LCD voltmeter, backlit, single rail 0.32 1.38 ´ 0.67 1.30 ´ 0.60 444Ñ 3-7 VDC ±200 mVDC 37.95
572-0009 DPM 3S-BL 3
1
/
2
digit LCD voltmeter, backlit, single rail 0.43 1.57 ´ 0.79 1.50 ´ 0.71 444Ñ 3-7 VDC ±200 mVDC 35.95
572-0010 DPM 342 3
1
/
2
digit LCD 4-20 mA meter, backlit 0.43 1.57 ´ 0.79 1.50 ´ 0.71 4Ñ44Loop-Powered 4-20 mA 67.36
572-0011 DPM 340 3
1
/
2
digit LED voltmeter 0.30 1.57 ´ 0.79 1.50 ´ 0.71 44Ñ Ñ 5 VDC ±200 mVDC 39.95
OEM Series
OEM Series Ñ Aimed at high volume use. A range of digital panel meters particularly
suited for high volume use. All modules feature a 3
1
/
2
digit LCD display and 7-9 VDC
operation. Available in packs of 10, supplied with mounting bezel.
Stock Mfr.Õs Module Digit Approx. Supply Measurement PER PKG./10
No. Type Function Ht. (In.) Size (In.) Voltage Ranges
572-0019 V1 LCD Voltmeter 0.25 1.50 ´0.55 9 VDC + 200 mVDC 119.90
572-0020 V125 LCD Voltmeter 0.50 1.81 ´0.80 9 VDC + 200 mVDC 129.90
572-0021 V600 LCD Voltmeter 0.63 2.68 ´1.18 9 VDC + 200 mVDC 139.90
572-0022 OEM EV OEM Series evaluation pack. Contains one of each of the above. 49.95
Ñ NEW Ñ
Ñ NEW Ñ
Stock Mfr.Õs Module Digit Module Panel No. of Supply Measurement EACH
No. Type Function Ht. (In.) Size (In.) Cut-Out (In.) Pins Voltage Ranges
572-0023 SP 100 LED voltmeter 0.36 1.38 ´0.88 1.34 ´0.84 12 5 VDC ±200 mVDC 39.90
572-0024 SP 200 LCD voltmeter, backlit, single rail 0.36 1.38 ´0.88 1.34 ´0.84 12 3-7 VDC ±200 mVDC 30.95
572-0025 SP 300 LED voltmeter 0.36 1.38 ´0.88 1.34 ´0.84 8 5 VDC ±200 mVDC 33.95
572-0026 SP 400 LCD voltmeter, backlit, single rail 0.36 1.38 ´0.88 1.34 ´0.84 8 3-7 VDC ±200 mVDC 26.95
16