Water - EHW194-10BK-250R Water - EHW194-10BK-250R
Industrial
EHW194-10BK-250R EHW194-10BK-250R
Water - HOSE, Industrial Water Liquid Cooling
Tools and Resources
Product Specifications
Application Liquid cooling for data centers
Bend radius min 4 inch
Burst pressure 48 bar
Color Black
Construction 2 Ply Spiral
Cover material EPDM
Dash size -10
Description Product Name Boston by Danfoss EHW194 Series Industrial Hose Spiral Hose
Description Short Industrial Hoses
ECCN EAR99
Feature A solution for every hose need|Industry leader since 1870|Designed for safety and reliability
ICC Hoses and Flexible Tubes
Inside diameter 0.62 inch
Language English
Lay line style Ink Jet
Outside diameter 0.98 inch
Product Height 0.98
Product Height UOM inch
Product Length 250
Product Length UOM foot
Product Trade Name EHW194 Series
Product Weight 0.24
Product Weight UOM pound
Product Width 0.98
Product Width UOM inch
Reinforcement material Textile
Sub Brand None
Tube material EPDM
Tube wall thickness 0.36 inch
Working pressure 16 bar
Working temperature max 140 degree Celsius
Working temperature min -40 degree Celsius
Overview & Features

EPDM UL 94 V-0 Solution for Liquid Cooling

Features

  • UL 94 V-0 rated
  • Fire resistant cover
  • Smooth-finish cover, low CoF
  • Multiple color offerings
  • Flexible with torsional strain and kink resistance
Where Used
Thermal Management
Platforms:
  • Battery Cooling
  • Cryptocurrency mining
  • Data centers
  • Electric Vehicle
  • IT thermal management
  • Railway Cooling
  • Telemedicine
Value Propositions
  • OEM
  • Distributor
  • End User

Value Proposition Statement

UL 94 V-0 rated

  • OEM
  • Distributor
  • End User

Value Proposition Statement

Fire resistant cover

  • OEM
  • Distributor
  • End User

Value Proposition Statement

Smooth-finish cover, low CoF

  • OEM
  • Distributor
  • End User

Value Proposition Statement

Multiple color offerings

  • OEM
  • Distributor
  • End User

Value Proposition Statement

Flexible with torsional strain and kink resistance

= Denotes point of differentiation