Leviton® OPT-X® 5R4UM-F12 1000i SDX Empty Distribution and Splice Enclosure, 4U Rack, Black, Santoprene/Steel
Fiber Optic Splice Enclosures
1286919
MFG #: 5R4UM-F12
Leviton®
457.59000
/ ea
- Application: Data Centers, Equipment Rooms and Telecommunication Rooms
- ARRA Compliant: C
- Buy American Compliant: C
- Catalog Number: 5R4UM-F12
- Construction: 16-Gauge Steel
- Country of Origin: US
- Currency: USD
- Depth: 15.78 in
- EU RoHS Indicator: C
- Gross Weight Per Pack: 20.0000 lb
- Gross Weight per Pack Metric: 9.07
- Hazard Class: N
- Height: 19.4380 in
- Length: 24.3130 in
- Mounting: Rack
- Size: 6.97 H x 19 W x 15.78 D in
- Standard: TIA-568-C.3
- Sub Brand: OPT-X
- Type: Opt-X 1000i 4RU Distribution and Splice Enclosure
- UNSPSC: 39121301
- UPC 11: 07847751691
- UPC 12: 078477516911
- Width: 19 in
- Stock Status: NONSTOCK
- Brand: Leviton®
- Manufacturer: Leviton Manufacturing Co., Inc.
- Color: Black
- Material: Santoprene (Grommet)
Leviton® OPT-X® Distribution and Splice Enclosure, Empty, Series: 1000i SDX, 4U Rack Units, 6.97 in Height, 19 in Width, 15.78 in Depth, Black, Santoprene/Steel
- Applications
- Features
| Data Centers, Equipment Rooms and Telecommunication Rooms |
| Empty, Accepts up to (12) Opt-X Adapter Plates or (12) Opt-X P-N-P Modules and Accepts up to (12) Splice Trays, Stackable and Adjustable Fiber Rings Simplify Cable Organization, Front Saddles Pivot for Improved Patch Cord Routing, Removable Front and Rear Covers for Better Access to Interior of Enclosure, Made in USA |
| 15 in Depth for high density fiber termination and/or splicing |
| Stackable and adjustable fiber rings simplify cable organization |
| Front saddles pivot for improved patch cord routing |
| Removable front and rear covers offer better access to the interior of the enclosure |
| Removable rubber grommet allows for pre-terminated fiber trunk install, protects cabl |
| 1RU or 2RU retrofit sliding trays, sold separately, allow for higher density applications using HDX MTP® cassettes or HDX adapter plates (sliding tray does |