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Yx3GaazRt/B+P8AwB/W/I9U3r/eH5019jrjcPbmvLJlDRk+lJCoEYPc0/7Ud7cn4/8AAD635HpRIBILDP1o3r/eH515tIA0Zz6U2FQIwe5pf2o7/B+P/AD635Hpe9f7w/Ojev8AeH515q4DIc021UEljyR0o/tR3tyfj/wA+t67Hpu9f7w/Ojev94fnXnhAYEEZBqrDGPOfPO08U3mbT+D8f+ADxXkem71/vD86Tev94fnXnZGeDVZY1+0Few5xQ8za+x+P/AB4vyPTd6/3h+dG9f7w/OvOjVZox54XseaTzRr7H4/8AHi/I9TjlXoWHtzUm9f7w/OvLscVBIg8we9DzRr7H4/8AHi/I9Y3r/eH50b1/vD868sxjgVDKvII70PNGvsfj/wA+t+R6zvX+8Pzo3r/AHh+deYKiouAPxqG4QABgMHPNN5o0vg/H/gB9a8j1Xev94fnRvX+8PzryuJAqA45POaJUBUnHIpf2o7X5Px/4AfW/I9U3r/eH50b1/vD868piQBQccmlkUFSe4o/tR2+D8f+AH1vyPVd6/3h+dG9f7w/OvK7WMEFyMnOBVh1DrhhkU1mbavyfj/wAWK8j1a2IMZwQeaK53wIMaJcD0um/wDQVor0aNT2lNTta50wlzRUjqKKKK1LCiiigAooooAKKKKACiiigAooooAKKKKACiiigBroHUqapOpRipq/Uc0fmLx94dKAKVFB4ODRQAUtJRQAtFFFABRRWdrepDTNMkmB/et8kY/2j3/DrUzmoRcpbIUpKKuzlfFeqfa7/wCyRt+6t+D7v3/Lp+dc8TmlYliWJyT1J70DpXytaq6s3N9TyJzc5NsQGlJ9KQ9KUdKzJAHHBoJ9KD0oUcUACtt4NOLjt1ptKnegBFyvUcU7eO1Opigbj7UwEGQckU7eKdTABvNACZYHdinbxTqagHm0DABw27bTvNXHQ1JURA84U9gG4ctuxT/NHcHNPqJwPMHv1o2DYDuc7gPpS+YO4INSVHKORRsA1tz9BxThJjhgc0/pTJfuii1tQGsS/QcU9JTGNrDilAwBimv92jbUAeUyDaoOKEkMfysDipIgBGMd6WQAoc9qdnuHmRPMXG1QeaEdoxhlOKdCBtJ75p5AIwaVnuBE8xYbVHWiN2hbJU4PWliAwT36U8jIwaNdwHG6BGEUlu2aiUSxNvKkg9afaqN7nuOlWapJy1Y7X1K5uVxwpzUQWUN5m009FX7Uw7DpVihJvcNyD7QuPunNRYkZvM2mpGVftIHryamNKze4bkPnjHIOajIdzu2n2p8igzL79alNFm9wIfOH8QOaYd8hyFOB6U6YDcPergUKoA4AoSvoK1yBZxjD5Vu/FRyOZflQEgVJcgbAe4NPjULGuO4zT1bsPXYhSTaArgjHtQ8m8bUBNSTAGMk9qSIARjHelrsHkRo+wbXBHpQ8m4bVyc1JIAUOfSmQgbM9zRrsLyEhlMJIZTtNStcrjCAlj0ppAIINJagFye4HFCutB67HfeBVZdEm3DBNyx/8dWipfBn/ACB5v+vg/wDoK0V9LhFajE9Sj/DRn/DrXdS12y16TUrnz2tdbubSE7FXbEm3avygZxk8nmuyoorp+xB/3Y/+koqOwUUUUigooooAKKKKACiiigAooooAKKKKACiiigAooooAY0SMcleaTyI/7v6miigA8iP+7+po8iP+7+poooAPIj/u/qaPIj/u/qaKKADyI/7v61TvtE07UShu7cybM7f3jDGevQ0UVMoxkrSV0JpNWZU/4RHQ/wDnx/8AIr//ABVH/CI6H/z4/wDkV/8A4qiis/q9H+RfcifZQ7IP+ER0P/nx/wDIr/8AxVH/AAiOh/8APj/5Ff8A+Kooo+r0f5F9yD2UOyD/AIRHQ/8Anx/8iv8A/FUf8IjoY/5cf/Ir/wDxVFFH1ej/ACL7kHs4dkH/AAiOh/8APj/5Ff8A+KoHhHQx0sf/ACK//wAVRRR9Xo/yL7kHs4dkL/wieif8+X/kV/8AGkHhHQwc/Yf/ACK//wAVRRR9Xo/yL7kHs4dkL/wieif8+X/kV/8AGk/4RLQwc/Yf/Ir/APxVFFH1ej/IvuQezh2Qv/CJ6J/z5f8AkV/8aT/hEtDBz9h5/wCur/8AxVFFH1ej/IvuQezh2Q7/AIRTRf8Any/8iv8A403/AIRLQ85+w8/9dX/+Kooo+r0f5F9yD2cOyHf8Ipov/Pl/5Ff/ABpp8JaGTk2P/kV//iqKKPq9H+Rfcg9nDsh3/CKaL/z5f+RX/wAaQ+EtDY82P/kV/wD4qiij6vR/kX3IPZw7IX/hE9EH/Ll/5Ff/ABpD4S0Nutl/5Ff/AOKooo+r0f5F9yD2cOyAeE9EAx9i/wDIr/40HwloZ62X/kV/8aKKPq9H+Rfcg9nDshR4U0VRgWXH/XV/8aD4U0Vhg2XH/XV/8aKKPq9L+Vfcg9nDshF8J6IvSy/8iv8A40v/AAiui/8APl/5Ff8Axooo+r0v5V9yD2cOyEHhPRF6WX/kV/8AGl/4RTRf+fL/AMiv/jRRR9Xo/wAi+5B7OHZCL4T0RDlbLB/66v8A40//AIRjR/8Anz/8iv8A40UU/q9L+Vfcg9nDshg8JaIG3Cy59fOf/wCKp/8Awi+jf8+f/kV/8aKKPq9L+Vfcg9nDshh8J6IW3Gy59fNf/wCKp3/CL6N/z5/+RX/xoopfV6X8q+5B7OHZDT4T0RmybLn/AK6v/wDFU7/hFtG/58//ACK/+NFFH1el/KvuQezh2Q1vCWhscmyz/wBtX/8AiqePC+jgY+x/+RX/AMaKKPq9L+Vfcg9nDshreFNFcYayz/21f/GlHhbRlAAs+B/01f8Axoop/V6X8q+5B7OHZCN4V0Vhg2XH/XV/8aF8KaKowLLj/rq/+NFFL6vS/lX3IPZw7ID4V0Vhg2XH/XV/8aRfCeiKMCy/8iv/AI0UUfV6P8q+5B7OHZCnwpop/wCXL/yK/wDjSL4T0RGytlg/9dX/AMaKKPq9H+Rfcg9nDsjSsrC20+ExWsfloW3Ebieenf6UUUVqkkrIpK2iP//Z)
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in the United States and other countries.
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PB165 LUXEON CoB with CrispColor Technology
Product Brief 20160712
LUXEON CoB with CrispColor Technology product performance at specied test current, Tj=85°C (continued).
PRODUCT NOMINAL
CCT
MINIMUM
CRI [1, 2, 3]
LUMINOUS FLUX [1] (lm)TYPICAL
LUMINOUS
EFFICACY (lm/W)
TEST
CURRENT
(mA)
LES
(mm)PART NUMBER
MINIMUM TYPICAL
LUXEON
CoB
1211
2700K 90 3803 4226 101 1200 19 L2C5-27HG1211E1900
3000K 90 4023 4470 107 1200 19 L2C5-30HG1211E1900
3250K 90 4190 4656 111 1200 19 L2C5-33HG1211E1900
3500K 90 4264 4738 113 1200 19 L2C5-35HG1211E1900
4000K 90 4466 4962 119 1200 19 L2C5-40HG1211E1900
5000K 90 4638 5153 123 1200 19 L2C5-50HG1211E1900
LUXEON
CoB
1216
2700K 90 4994 5549 101 1600 23 L2C5-27HG1216E2300
3000K 90 5273 5859 106 1600 23 L2C5-30HG1216E2300
3250K 90 5492 6102 111 1600 23 L2C5-33HG1216E2300
3500K 90 5589 6210 113 1600 23 L2C5-35HG1216E2300
4000K 90 5864 6515 118 1600 23 L2C5-40HG1216E2300
5000K 90 6089 6766 123 1600 23 L2C5-50HG1216E2300
Notes (continued):
1. Lumileds maintains a tolerance of ±2 on CRI and ±6.5% on luminous ux measurements.
2. Typical CRI is approximately 2 points higher than the minimum CRI specied, but this is not guaranteed.
3. R9 value of 90CRI products is >50.
Mechanical Dimensions.
L2C5-xxHG1202E0600 L2C5-xxHG1202E0900 L2C5-xxHG1203E0900 L2C5-xxHG1204E1300
L2C5-xxHG1205E1300 L2C5-xxHG1208E1500 L2C5-xxHG1211E1900 L2C5-xxHG1216E2300
C
L
0.1
1±0.1
0.5±0.2
C
L
C
L
6
3.5
6.5
6
6.5
2
3.5
2
3.5
3.5
2x 16±0.2
19±0.2
R1.6
11.3±0.3
2
9+
-
0.5
0.1
° DIMENSIONS ARE IN MILLIMETERS
DRAWIN G
DO NOT SCALE THIS
METRIC
B
° THIRD ANGLE PROJECTION
COB DATASHEET
DRAWING
XX.X ±0.1 mm XX.X ±0°30'
YYYY-MM-DD
PER
GD&T SYMBOLOGY
ASME Y14.5M-1994
SIZE
2013-01-24
5:111
16x19 LES9
2013-01-24T. VU
DRAWN BYDATE
ENGINEER/CHECKER
TITLE
SCALESHEET
OF
XX.XX ±0.05 mm XX.XX ±0°00'30"
T. VU / R . HEL BING
FRAME DATE: 2011-04-18
UNLESS OTHERWISE SPECIFIED
DATE
LINEAR: ANGU LAR:
XX. ±0.2 mm XX ±1°
TOLERANCES
(UNLESS OTHER WISE SPECIFIE D)
L2C2-xxxx1202E0900
C
L
0.1
1±0.1
0.5±0.2
C
L
C
L
6
3.5
6.5
6
6.5
2
3.5
2
3.5
3.5
2x 16±0.2
19±0.2
R1.6
11.3±0.3
2
9+
-
0.5
0.1
° DIMENSIONS ARE IN MILLIMETERS
DRAWIN G
DO NOT SCALE THIS
METRIC
B
° THIRD ANGLE PROJECTION
COB DATASHEET
DRAWING
XX.X ±0.1 mm XX.X ±0°30'
YYYY-MM-DD
PER
GD&T SYMBOLOGY
ASME Y14.5M-1994
SIZE
2013-01-24
5:111
16x19 LES9
2013-01-24T. VU
DRAWN BYDATE
ENGINEER/CHECKER
TITLE
SCALESHEET
OF
XX.XX ±0.05 mm XX.XX ±0°00'30"
T. VU / R . HELBING
FRAME DATE: 2011-04-18
UNLESS OTHERWISE SPECIFIED
DATE
LINEAR: ANGU LAR:
XX. ±0.2 mm XX ±1°
TOLERANCES
(UNLESS OTHE RWISE SPECIFIE D)
L2C2-xxxx1203E0900
C
L
C
L
4.5
24±0.2
3.5
4.5
2x
R1.6
15.5±0.3
2
8
3.5
8
2
20±0.2
8.5
7.5
2
13+
-
0.5
0.1
C
L
0.1
1±0.1
0.5±0.2
L2C2-xxxx1204E1300 L2C2-xxxx1205E1300
C
L
0.1
1±0.1
0.5±0.2
C
L
C
L
4.5
24±0.2
3.5 4.5
2x
R1.6
15.5±0.3
2
8
3.5
8
2
20±0.2
8.5
7.5
2
13+
-
0.5
0.1
B
° THIRD ANGLE PROJECTION
COB DATASHEET
DRAWING
XX.X ±0.1 mm XX.X ±0°30'
YYYY-MM-DD
PER
GD&T SYMBOLOGY
ASME Y14.5M-1994
SIZE
2013-01 -24
5:111
20x24 LES13
2013-01 -24T. VU
T. VU / R. HELB ING
DATE
FRAME DATE: 2011-04-18
DRAWN BY
SCALESHEET
OF
XX.XX ±0.05 mm XX.XX ±0°00'30"
UNLESS OTHERWISE SPECIFIED
° DIMENSIONS ARE IN MILLIMETERS
DRAWIN G
DATE
TITLE
METRIC
ENGINEER/CHECKER
DO NOT SCALE THIS
LINEAR: ANGULA R:
XX. ±0.2 mm XX ±1°
TOLERANCES
(UNLESS OTHERW ISE SPECIFIED )
xxxx 1205
24±0.2
3.5
4.5
2x
R1.6
15.5±0.3
2
8
3.5
8
2
8.5
7.5
2
13+
-
0.5
0.1
C
L
0.1
1±0.1
0.5±0.2
L2C2-xxxx1204E1300 L2C2-xxxx1205E1300
C
L
0.1
1±0.1
0.5±0.2
C
L
C
L
4.5
24±0.2
3.5 4.5
2x
R1.6
15.5±0.3
2
8
3.5
8
2
20±0.2
8.5
7.5
2
13+
-
0.5
0.1
B
° THIRD ANGLE PROJECTION
COB DATASHEET
DRAWING
XX.X ±0.1 mm XX.X ±0°30'
YYYY-MM-DD
PER
GD&T SYMBOLOGY
ASME Y14.5M-1994
SIZE
2013-01 -24
5:111
20x24 LES13
2013-01 -24T. VU
T. VU / R. HELB ING
DATE
FRAME DATE: 2011-04-18
DRAWN BY
SCALESHEET
OF
XX.XX ±0.05 mm XX.XX ±0°00'30"
UNLESS OTHERWISE SPECIFIED
° DIMENSIONS ARE IN MILLIMETERS
DRAWIN G
DATE
TITLE
METRIC
ENGINEER/CHECKER
DO NOT SCALE THIS
LINEAR: ANGULA R:
XX. ±0.2 mm XX ±1°
TOLERANCES
(UNLESS OTHERW ISE SPECIFIED )
C
L
C
L
17.5±0.3
2
2x
2
8
4.5
2
8
3.5 4.5
24±0.2
7.5
8.5
20±0.2
R1.6
3.5
15+
-
0.5
0.1
C
L
0.1
1±0.1
0.5±0.2
DRAWING
XX.X ±0.1 mm XX.X ±0°30'
YYYY-MM-DD
PER
GD&T SYMBOLOGY
ASME Y14.5M-1994
SIZE
2013-01 -24
5:111
20x24 LES15
2013-01 -24T. VU
T. VU / R. HELB ING
DATE
FRAME DATE: 2011-04-18
DRAWN BYDATE
ENGINEER/CHECKER
TITLE
XX.XX ±0.05 mm XX.XX ±0°00'30"
UNLESS OTHERWISE SPECIFIED
° DIMENSIONS ARE IN MILLIMETERS
DRAWIN G
DO NOT SCALE THIS
METRIC
B
SCALE
OF
COB DATASHEET
SHEET
° THIRD ANGLE PROJECTION
LINEAR: ANGULA R:
XX. ±0.2 mm XX ±1°
TOLERANCES
(UNLESS OTHERW ISE SPECIFIED )
L2C2-xxxx1208E1500
YYYY-MM-DD
PER
GD&T SYMBOLOGY
ASME Y14.5M-1994
SIZE
1/20/14
4:1
11
28X28 LES19
1/20/14MMW
RENE/THUY
DATE
FRAME DATE: 2013-05-10
DRAWN BY DATE
ENGINEER/CHECKER
TITLE
SCALESHEET
OF
UNLESS OTHERWISE SPECIFIED
° DIMENSIONS ARE IN MILLIMETERS
DRAWING
DO NOT SCALE THIS
METRIC
B
° THIRD ANGLE PROJECTION
COB DATA SHEET
DRAWING
TOLERANCES
MATERIAL FINISH
- -
LINEA R:
XX. 0.2mm
XX.X 0.1 mm
XX.XX 0.05mm
ANGU LAR:
XX 1
XX.X 0 30'
XX.XX 0 00'30"
TOLERANCES
(UNLESS OTHER WISE SPECIFIED)
12
9.4
6.4 9.4
11.4
11.4 9.4
9.4
11.4
11.4
YYYY-MM-DD
PER
GD& T SYM BOLOG Y
ASME Y14.5M-1994
SIZE
7/8/14
N/A11
28X28 LES23
7/8/14MMW
RENE /THUY
DATE
FRAM E DA TE : 2007-06- 29
DRAW N BY DA TE
ENGI NEER/C HECKER
TITLE
SHEET S CALES HEET
OF
° ADHE RENCE TO DW G A-5951-1561-1
UNLE SS OTHER WIS E SPECI FIED
° DIM ENSIO NS AR E IN M ILLIME TERS
DRAW ING
DO NOT S CALE TH IS
METRIC
B
° THIR D ANG LE PR OJECTION
A-5951-1745-1 (G SE) I S REQ UIRE D
COB DATA SHEET
DRAWING
(COM PANY S TD. SE CTION 608) A ND
TOLER ANCE TYP E
YYYY-MM-DD
C
L
C
LC
L
3.2
3.2
28±0.2
2
28±0.2
0.5
0.1
25±0.3
23+
-
2x 3.2
0.1
1±0.1
0.5±0.2
xxxx 1216
Notes:
1. Drawings are not scale.
2. All dimensions are in millimeters.