Claims
- 1. A low insertion loss circuit for converting a pulse signal to a parabolic waveform, comprising:
- an input terminal for receiving the pulse signal;
- a first integrating resistance-capacitance network having a first input and output terminal said first input terminal coupled to said input terminal;
- a second integrating resistance-capacitance network having a second input and output terminal, said second input terminal coupled in series with said first output terminal;
- a third resistance-capacitance network having a third input and output terminal, said third input terminal coupled in series with said second output terminal for developing said parabolic waveform; and
- a diode coupled between said input terminal and said first output terminal assuming conductive and non-conductive states in response to opposite polarities of the pulse signal so as to alternately configure the circuit as a two-stage and a three-stage integrator, respectively.
- 2. A circuit as set forth in claim 1 wherein each resistance-capacitance network includes a resistance in series with the network's input and a capacitance coupling the network's output to ground.
- 3. A circuit as set forth in claim 2 wherein the values of said resistances and capacitances are selected to provide a phase shift equal to substantially 180 degrees for the pulse input.
Parent Case Info
This application is a division, of application Ser. No. 325,783, filed Nov. 30, 1981.
US Referenced Citations (2)
Number |
Name |
Date |
Kind |
2890420 |
Bradburd |
Jun 1959 |
|
3872449 |
Scheidweiler |
Mar 1975 |
|
Non-Patent Literature Citations (1)
Entry |
"Introduction to Filter Theory", by David E. Johnson, 1976, p. 114 and Chapter 9. |
Divisions (1)
|
Number |
Date |
Country |
Parent |
325783 |
Nov 1981 |
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