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Modular Passive Star LED Cooler ø47mm
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No.818, Dashun 2nd Rd., Sanmin Dist., Kaohsiung City 80787, Taiwan
sales@mechatronix-asia.com www.led-heatsink.com www.mechatronix-asia.com
Tel: +886-7-381-5892 Fax: +886-7-383-9293 VAT: 28600841
Mounting Options
LED COB's for which Zhaga book 3 LED holders are available
• Bridgelux V15, V18, ES rectangular LED array
• Citizen CitiLED CLL032, CLU034, CLL042, CLU044
• Cree XLamp CXA18xx, CXA25xx, CXA30xx
• Edison Opto HM16, HM30, HM40
• Lextar Nimbus 2000, 3000
• LG Innotek LEMWM18 (10W, 13W, 17W, 24W), LEMWM28 (40W)
• Lustrous Lustron LL613F, LL620F, LL630F, LL630D, LL660D
• Nichia J216, J360, L110, L121, L204
• Osram Soleriq P13, S13, S19, E30
• Lumileds Luxeon 1203, 1204, 1205, 1208, 1211 and 1216
Luxeon K12 and K16
• Prolight Opto PABA, PACC, PACD, PACF, PACG
• Samsung LC026, LC040
• Seoul Semiconductor ZC12, ZC18, ZC25, ZC40, ZC60
• Sharp Mega Zenigata and Tiger Zenigata
• Tridonic Talexx Stark SLE Gen3 Mini LES 17
Mounting
• Direct mounting with 2 M3 self
tapping screws
Green indicator marks
Zhaga Book 3 Spot Light Modules
Zhaga Interface Specification Book 11 defines the interfaces of LED light engines (LLEs) comprising a
circular, non-socketable LED module with a separate LED driver (electronic control gear).
The LED modules in Book 11 have an overall diameter of 35 mm and a height of 3.5 mm. Zhaga Book 11
LED modules are mounted by 2 M3 screws evenly located on diameter of 25mm on the LED cooler.
There are three LLE categories in Book 11, which are defined by the maximum diameter of the circular
light-emitting surface (LES): 6.3 mm, 9.0 mm, 13.5 mm
Book 11 LLEs are suitable for spot-lighting and other applications that benefit from a small, circular source.
Zhaga Book 11 Spot Light Modules
LED COB's for which Zhaga book 11 LED holders are available
• Bridgelux V10 / V13
• Citizen CitiLED CLL022, CLU024
• Cree XLamp CXA13xx, CXA15xx
• Edison Opto HM05, HM09
• Lextar Nimbus 1500
• Osram Soleriq P6, P9, P13, S13
• Prolight Opto PACB, PACE
• Seoul Semiconductor ZC6
• Sharp Mini Zenigata
• Tridonic Talexx Stark SLE Gen3 Mini LES 10
Mounting
• Direct mounting with 2 M3 self
tapping screws
Orange indicator marks
Reflector ring Mounting
• This optional ring can be
mounted on top of the Edison
Opto EdiLex spot light module
and provides in this way an
easy plug-and-play attachment
of various reflectors.
• Mounting with 3 self tapping
screws M3 x 10mm
Red indicator marks