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Technical Spec
Product Family Description
- Recessed LED adjustable luminaire with 2” round aperture delivers
up to 1005 lumens and is available with optical distributions
approximating that of MR16 halogen lamps.
- Fixture has 50˚ visual cut-off for low aperture brightness.Low
profile housing is available in IC rated or non-IC rated configurations.
Product Family Specifications LED Light Engine
- Consistent fixture to fixture color consistency within a 2-step MacAdam ellipse
- 2700K, 3000K, 3500K, or 4000K color temperatures are available with 80 CRI minimum
- 2700K and 3000K also available with 90 CRI minimum.
Modular Optics
- Available with field interchangeable optics in
- 18° Spot, 24° Narrow Flood, 35° Flood, and 45˚ wide flood distributions.
Adjustability
- Patent pending Acu-Aim™ precision geared hotaiming achieves 365˚ rotation, 40˚ tilt with any ceiling thickness from ½” to 1”
- Acu-Aim™ translates light engine forward as it is aimed off nadir, ensuring maximum light and low brightness
- Black aiming mechanism preserves dark aperture.
Trims Style
- Self Flanged and Flush Mount styles are available
- For flush mount installations in drywall ceilings, specify the FMA2 adapter
- For flush mount installations in solid ceiling materials such as
wood, stone, or tile ceilings, no flush mount adapter is required.
Trim
Style
|
Cutout Size
|
Self Flanged Trims
|
2-7/8”
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Flush Mount Trims (Solid
Ceiling)
|
2-7/8”
|
Flush Mount Trims (Drywall
Ceiling)
|
3”
|
Note: An accurate
hole saw is recommended for best results.
|
LED Driver
- Choice of two drivers to accommodate voltages from 120-277 volts AC at 50/60Hz
- Dedicated 120V (-1) driver is dimmable with most incandescent, magnetic low voltage, and electronic low voltage dimmers
- Universal Voltage (-U) driver is dimmable with most 0-10V protocol dimmers
- For a list of compatible dimmers, refer to ACLXLED2-DIM
- Power Factor > 0.9
- Field replaceable from above or below ceiling.
Life
- Rated for 50,000 hrs at 70% lumen maintenance.
Warranty
- 5 years from date of purchase on LED components
- Standard Juno Lighting Group product guarantee terms and conditions apply.
Codes/Labels
- UL and cUL listed for damp or wet locations depending on trim
- IC rated new construction fixture meets energy code Air Leakage requirements per ASTM E283
- IC and Non-IC housings are ENERGY STAR® Qualified with select color temperatures and trims
- 90 CRI, 3000K IC rated new construction fixtures are certified to
high efficacy requirements of California T24 with select color
temperatures and trims
- IC rated new construction luminaire is Chicago Plenum (CCEA) approved
- Union made.
New Construction Mounting
- Features patented (US Patent 8,038,113) Pro-VI™ bar hanger system,
permitting quick placement of housing with 24” on-center joists or
suspended ceilings
- IC rated new construction luminaire also features vertically adjustable mounting brackets (butterfly brackets)
- Centerline indicators on plaster frame and patented (US Patent
8,277,090) Tru-Line™ Platform featuring +/- ½” translation aids fixture
alignment after installation, prior to drywall.
Wiring
- IC housing includes (2) ½” knockouts in access plate, and is compatible with rigid conduit and flexible supply
- Non-IC housings include (2) ½” knockouts with pryout slots in
junction box and are compatible with flexible electrical supply only
- All housings supplied with quick connect electrical connectors.
Ceiling Thickness
- ½” – ¾” ceiling standard
- For thicker ceilings, order CTA2-120 (.75”-1.20”) or CTA2-150 (1.20”-1.50”)
- Vertical aiming in ceiling 1” to 1 ½” is reduced from 40˚ to 25˚.
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)
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