• 2U 6.4T DCI BOX 2.0: Open Coherent DWDM Platform for DCI and Metro Transport
  • 2U 6.4T DCI BOX 2.0: Open Coherent DWDM Platform for DCI and Metro Transport

2U 6.4T DCI BOX 2.0: Open Coherent DWDM Platform for DCI and Metro Transport

No.2U 6.4T DCI BOX 2.0
  • 2U chassis including both optical-layer and electrical-layer cards to save space and facilitates capacity expansion
  • Front-to-back heat dissipation design with multiple sets of high-speed fans to ensure excellent heat dissipation performance
  • Optional with optical layer cards such as EDFA, WSS and OLP etc.
  • Optional with electrical layer cards such as 100G OTU, 200G OTU and 400G OTU
  • Up to 6.4T bandwidth for total 2U chassis
  • Supports SNMP/Netconf, CLI/Web/BS, dual-master backup and OSC communication
  • 2U 6.4T DCI BOX 2.0: Open Coherent DWDM Platform for DCI and Metro Transport
  • Description
  • Ordering & Payment Terms
The 2U 6.4T DCI BOX 2.0 is an open, coherent DWDM platform designed for Data Center Interconnect (DCI) and metropolitan optical transport networks.

Technical Specifications

Parameter Details
Client-Side Data Rates 400GE, 100GE, OTU4, 10GE, OC-192/STM-64, or 8/10/16GFC
Line-Side Data Rates 100G, 200G, or 400G
ROADM Dimension 9
Power Consumption ≤ 300 W
Physical Dimensions (W × H × D) 440 mm × 88 mm × 420 mm
Power Supply Options AC: 90V to 264V, 50/60 Hz
DC: -36V to +60V

Ordering & Payment Terms:

  • Minimum Order Quantity (MOQ): Flexible for small orders
  • Shipping: DDP (Delivered Duty Paid) to your destination or shipment via your designated courier account.
  • Payment Method: T/T (Bank Transfer)
  • Payment Terms:
    30% advance payment, with 70% balance due prior to shipment for bulk orders


BANK INFORMATION

Bank Name: DBS BANK (HONG KONG) LIMITED
Account Name: Shenzhen VAN Electronics Co., Ltd.
Account No.: 798 291 1671
Bank Address: 11th Floor, The Center, 99 Queen's Road Central, Central, Hong Kong
Swift Code: DHBKHKHH

Contact for Quotation:
Kindly email your requirements to sales@szvan.com for a customized quotation and optimal solution.
Attn: Jessica Lee

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