Continue to Site

Welcome to EDAboard.com

Welcome to our site! EDAboard.com is an international Electronics Discussion Forum focused on EDA software, circuits, schematics, books, theory, papers, asic, pld, 8051, DSP, Network, RF, Analog Design, PCB, Service Manuals... and a whole lot more! To participate you need to register. Registration is free. Click here to register now.

Register Log in

Recent content by aperham

  1. A

    Need a USB programmer for AVR and 8051

    hello i'd like programmers to programming AVR and 8051 by usb port
  2. A

    USB to 32pin printer port adapter

    I have hardware and software of "USB to 32pin printer port adapter" thanks
  3. A

    Help me use timer1 of ATmega32 in AVR simulator

    hello I want to use the timer1 of ATMEGA32 .in bascom AVR simulator the interrupt isr of this timer don't execute. please guide me. thanks
  4. A

    AVR error: EQU not found, probably using functions that are not supported by the chip

    hello I try to compile an AVR program in bascom avr demo.two errors as below are created: error1 unknown statement[.EQU not found for:PIN] error202 EQU not found,probably using functions that are not supported by the selected chip[port] I don't use any port of AVR in my program. please help me...
  5. A

    need an AVR programmer by bascom(basic language)

    basic language for avr hello I need a simple programmer circuit to programming AVR :atmega8 & atmega32 . my program is written by basic language by bascomAVR software.
  6. A

    Equation for band stop filter

    show that below equivalent introduce a band stop filter: y=[e^x'(t)]cos(wt+x(t)) x'(t) is the hilbert transformation of x(t).
  7. A

    Show that this equation has any quantity between (-fc) and (fc)

    show that below equivalent has any quantity between (-fc) and (fc):an upper band filter. y=[e^x'(t)][cos(wt+x(t)] w=2πfc and x'(t) is the hilbert transformation of x(t).
  8. A

    solution of a problem

    show that below equivalent has any quantity between (-fc) and (fc): y=[e^(x'(t))][cos(wt+x(t)] that x'(t) is the hilbert transformation of x(t).
See more

Part and Inventory Search

Back
Top