Mendeteksi Temperatur Pada Pipa Boiler
1. Mengetahui pengertian sensor thermocouple
2. Mengetahui prinsip kerja sensor thermocouple
3. Mengetahui aplikasi dari sensor thermocouple
2. Alat dan Bahan [kembali]
Alat dan bahan yang digunakan dalam rangkaian simulasi pada proteus yaitu:
1. TCB( thermokopel )
2. Op07 ( non-inverting)
3. Res ( resistor )
4. 1N5991B (dioda zener )
5. Capasitor(kapasitor)
6. Pot- HG (potensiometer)
7. Power Supply DC
8. Voltmeter DC
9. Gnd(ground)
3. Dasar Teori [kembali]
SENSOR THERMOCOUPLE
A. Pengertian Thermocouple
Termokopel (Thermocouple) adalah jenis sensor suhu yang digunakan untuk
mendeteksi atau mengukur suhu melalui dua jenis logam konduktor berbeda
yang digabung pada ujungnya sehingga menimbulkan efek
“Thermo-electric”. Dimana sebuah logam konduktor yang diberi perbedaan
panas secara gradient akan menghasilkan tegangan listrik. Perbedaan
Tegangan listrik diantara dua persimpangan (junction) ini dinamakan
dengan Efek “Seeback”.
Kelebihan Termokopel adalah responnya yang cepat terhadap perubahaan
suhu dan juga rentang suhu operasionalnya yang luas yaitu berkisar
diantara -200˚C hingga 2000˚C. Selain respon yang cepat dan rentang suhu
yang luas, Termokopel juga tahan terhadap goncangan/getaran dan mudah
digunakan.
B. Karakteristik Thermocouple
Besarnya tegangan keluaran pada termokopel ditentukan dengan rumus:
Vout = Vh – Vc
Keterangan :
Vout = tegangan keluaran thermokopel
Vh = tegangan yang diukur pada suhu tinggi
Vc = tegangan referensi
B. Karakteristik Thermocouple
Grafik karakteristik sensor thermocouple terhadap tahanan dan temperatur
Grafik karakteristik sensor thermocouple terhadap tegangan dan temperatur
4. Prinsip Kerja [kembali]
Pada dasarnya Termokopel hanya terdiri dari dua kawat logam konduktor
yang berbeda jenis dan digabungkan ujungnya. Satu jenis logam konduktor
yang terdapat pada Termokopel akan berfungsi sebagai referensi dengan
suhu konstan (tetap) sedangkan yang satunya lagi sebagai logam konduktor
yang mendeteksi suhu panas.
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)
Rangkaian pengkondisi sinyal berfungsi untuk mengolah sinyal dari transduser termokopel berupa tegangan yang cukup kecil menjadi tegangan yang lebih besar, sehingga output dari rangkaian ini dapat dibaca oleh untai Analog Digital Converter (ADC).
Rangkaian pengkondisi sinyal berfungsi untuk mengolah sinyal dari transduser termokopel berupa tegangan yang cukup kecil menjadi tegangan yang lebih besar, sehingga output dari rangkaian ini dapat dibaca oleh untai Analog Digital Converter (ADC).
Rangkaian signal conditioning terbagi dalam 3 blok fungsi:
a) Low pass Filter
Pertama termocouple akan diatur pada suhu tertentu. Termokopel yang terlalu panjang bisa menangkap sinyal liar layaknya
sebuah antenna, karena output dari termokopel merupakan sinyal
berfrekuensi rendah, perlu dipasang sebuah filter untuk menghilangkan
sinyal frekuensi tinggi yang tidak lain adalah noise. R1, R3, C1, dan C2
adalah komponen penyusun low pass filter yang memiliki frekuensi cut
off sekitar 3Hz. Diode zener D1 dan D2 digunakan untuk membatasi input
yang masuk ke rangkaian. Resistor pull up 1MΩ berfungsi sebagai pengaman
pada saat termokopel putus / tidak terhubung, karena saat termokopel
tidak terhubung input rangkaian signal conditioning menjadi besar
sehingga pemanas tidak akan menyala bila alat ini digunakan sebagai
pengendali suhu.
b) Penguat tingkat I
Penguat Tingkat I adalah rangkaian non Inverting OP-AMP menggunakan IC
OP 07. Alasan memilih penguat jenis non inverting dengan pertimbangan
penguat non Inverting memiliki impedansi masukan yang sangat tinggi dan
impedansi keluaran yang rendah, selain itu sinyal input dari termokopel
sebanding dengan kenaikan suhu. Didalam rangkaian ini terdapat 2 buah
potensiometer. RV1 sebagai Zero adjustment, berfungsi untuk mengatur
besar kecilnya tegangan offset keluaran. Tegangan offset adalah tegangan
yang timbul pada keluaran saat nilai inputannya nol. Tegangan ini
digunakan untuk menentukan suhu terendah yang bisa dibaca alat ukur ini.
RV2 sebagai Gain Adjustment, berfungsi untuk mengatur besar penguatan
pada tingkat ini, dengan menganggap tegangan offset = 0V
c) Penguat tingkat II
Penguat tingkat II juga menggunakan penguat Non Inverting sama seperti
menguat tingkat I. Op Amp yang digunakan adalah Op 07 serta R7 dan R8
pengatur tegangan output. Maka setelah rangkaian dinyalakan dengan
mengatur suhu termocouple sebesar 157 derjat, maka saat temperatur pada
pipa boiler menyentuh suhu tersebut maka akan ditandai dengan hidupnya
lampu led sebagai tanda peringatan.
5. Rangkaian Simulasi [kembali]
Rangkaian thermocuple sebelum dijalankan:
6. Video [kembali]
7. Link Download [kembali]
Rangkaian Sensor Thermocouple di sini
Video sensor thermocouple di sini
Datasheet Thermocouple di sini
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