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Radium Engineering 20-1999 Spare Drop-In Pump Module, designed for use with the Ti Automotive E5LM brushless fuel pump. Official Radium Engineering distributor in Australia.
Radium Engineering 20-1999 Spare Drop-In Pump Module – Ti Automotive E5LM
The 20-1999 is the brushless-specific drop-in pump module for Radium FCST-X fuel cell surge tanks, engineered to accept the Ti Automotive E5LM brushless pump. This module provides a complete, bolt-on replacement assembly for quick servicing and pump swaps between events.
Surge Tank Pump Compatibility
- Ti Automotive E5LM (1)
Lift Pump Compatibility
- Ti Automotive E5LM (1)
- Walbro F90000267 (2)
- Walbro F90000274 (2)
- Walbro F90000285 (2)
- Walbro F90000295 (2)
(1) This pump requires a brushless controller. These typically come standard when purchasing the pump. See Ti Automotive BKS1001.
(2) For these pumps, it is recommended to use the Radium Engineering 14-0143 filter sock.
Key Features
- ✅ Complete drop-in pump module assembly for FCST-X surge tanks
- ✅ Engineered specifically for brushless Ti Automotive E5LM pump
- ✅ Also compatible with Walbro F90000267/274/285/295 lift pumps
- ✅ Quick-swap design minimises downtime between events
- ✅ CNC-machined billet aluminium construction
- ✅ E85, pump petrol, and flex fuel compatible
- ✅ Bolt-on fitment — no cutting, drilling, or fabrication required
Available Part Numbers
- 20-1996 – Walbro GSS342 / AEM 50-1200 / DW440
- 20-1997 – Bosch BR540 / DW400
- 20-1998 – Walbro F90000267/274/285
- 20-1999 – Ti Automotive E5LM (Brushless)
Why Radium Engineering?
- ✅ Manufactured in the USA to motorsport-grade tolerances
- ✅ CNC-machined billet aluminium components throughout
- ✅ Trusted by tuners and race teams running high-power builds worldwide
- ✅ Bolt-on fitment with no cutting, drilling, or fabrication required
- ✅ Compatible with E85, pump petrol, and flex fuel sensor integration
Fuel pump not included. Designed specifically for Radium FCST-X fuel cell surge tank systems. Ships in 2–3 weeks. Contact us for current availability and lead time confirmation.
