OPERATIONAL AMPLIFIERS
Penguat operasional, atau op-amp, adalah
penguat diferensial yang sangat tinggi dengan impedansi masukan yang
tinggi dan impedansi output yang rendah. Penggunaan umum dari pengukur
operasional adalah untuk menyediakan perubahan amplitudo tegangan (amplitudo
dan polaritas), osilator, sirkuit filter, dan banyak jenis sirkuit
instrumentasi. Sebuah op-amp berisi sejumlah tahap penguat diferensial untuk
mencapai tegangan yang sangat tinggi.
Gambar ini menunjukkan op-amp dasar dengan
dua input dan satu output seperti yang akan menghasilkan menggunakan tahap
input penguat diferensial. Ingat bahwa setiap input menghasilkan
output polaritas (atau fase) yang sama atau berlawanan, tergantung pada apakah
sinyal diterapkan ke input plus (+) atau minus (-).
Input Single-Berakhir
Hasil operasi input tunggal berakhir ketika
sinyal input terhubung ke satu input dengan input lain terhubung ke ground.
Gambar menunjukkan sinyal terhubung.
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)
(a)
(b)
Selain hanya menggunakan satu input, adalah
mungkin untuk menerapkan sinyal pada setiap input ini adalah operasi berujung
ganda. Gambar a menunjukkan input, diterapkan di antara dua terminal
input (ingat bahwa tidak ada input di ground), dengan output yang dihasilkan
terukur dalam fase dengan yang diterapkan antara input plus dan minus. Gambar b menunjukkan tindakan yang sama yang
dihasilkan ketika dua sinyal terpisah diterapkan pada input.
Input Ganda Berakhir (Diferensial)
Selain hanya menggunakan satu input, dimungkinkan untuk menerapkan sinyal pada setiap input — ini menjadi operasi berujung ganda. Gambar ini menunjukkan input, diterapkan antara
dua terminal input (ingat bahwa tidak ada input di ground), dengan hasil output yang di-am-plified dengan yang diterapkan antara input plus dan minus.
.
Output Dua Kali Berakhir
Sementara operasi yang didiskusikan sejauh
ini memiliki satu keluaran, op-amp juga dapat digunakan.
erated dengan output yang berlawanan,
seperti yang ditunjukkan pada Gambar. . Masukan yang diterapkan ke salah
satu masukan akan menghasilkan output dari kedua
terminal output, output ini selalu menjadi lawan- situs dalam polaritas. Gambar ini menunjukkan
input single-ended dengan output ganda-berakhir.
Seperti yang ditunjukkan, sinyal yang
diterapkan pada hasil input plus dalam dua output op-amp yang diperbesar
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