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PRF-1150 13.56MHz 1kW Class E RF Generator
Doc #9200-0255 Rev 1
2002 Directed Energy, Inc.
1
INTRODUCTION
DEI has developed an RF module to demonstrate the capabilities of our DEIC420
RF
MOSFET gate driver IC and DE275-102N06X2A 1000V 6A RF MOSFET at ISM
frequencies. The PRF-1150 module produces 1000W CW of RF output at 13.56MHz.
with 85% DC to RF conversion efficiency. The module is a self-contained RF generator.
To produce 1kW of RF output, only external DC power need be applied. The module
dimensions as shown in Figure 1 are 6.75” x 3.1” x 2.7” including an air-cooled heatsink
and copper heat-spreader. Impingement flow from a standard 4.5” bench fan provides
adequate cooling for the 1kW output level. Standard 0.1” dual and single row headers
are used for DC input to the module and a single right-angle BNC connector is used for
RF output to a 1kW 50Ω RF load or attenuator.
Figure 1: PRF-1150 1KW RF Generator Module
MODULE DESCRIPTION
Please refer to Figures 1-6 during this module description. Low-Voltage DC is applied
to the module via connector J1. 5V @ 30 ma and 15V @ 3A are applied to J1 pins 4
and 2 respectively. LEDs D3 and D5 glow green if the appropriate voltages are applied.
U1 is a 13.56MHz clock providing a 50% DC, 0-5V square wave. U2A provides a pulse-
width adjustable source to drive U4, the DEIC420 gate driver IC.