Cara Membaca Tegangan dan Arus
1. Menghitung Nilai Tegangan dan Arus pada Rangkaian Seri
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)
2. Menghitung Nilai Tegangan dan Arus pada Rangkaian Paralel
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Amperemeter
Amperemeter adalah alat ukur arus listrik. Amperemeter sering dicirikan dengan simbol A pada setiap rangkaian listrik. Satuan arus listrik dalam satuan SI adalah ampere atau diberi simbol A. Amperemeter harus dipasang seri dalam suatu rangkaian, arus listrik yang melewati hambatan R adalah sama dengan arus listrik yang melewati amperemeter tersebut. Amperemeter juga mempunyai hambatan sehingga dengan disisipkannya ampere-meter tersebut menyebabkan arus listrik dalam rangkaian sedikit berkurang. Idealnya, suatu amperemeter harus memiliki hambatan yang sangat kecil agar berkurangnya arus listrik dalam rangkaian juga sangat kecil.
Dalam suatu rangkaian, amperemeter dipasang secara seri. Maksudnya, terminal positif amperemeter dihubungkan ke kutub negatif sumber arus. Adapun terminal negatif amperemeter dihubungkan ke kutub positif sumber arus.
Voltmeter
Voltmeter adalah alat ukur tegangan listrik. Voltmeter sering dicirikan dengan simbol V pada setiap rangkaian listrik. Voltmeter harus dipasang paralel dengan ujung-ujung hambatan yang akan diukur beda potensialnya. Satuan beda potensial listrik dalam satuan SI adalah volt atau diberi simbol V. Voltmeter sendiri mempunyai hambatan sehingga dengan disisipkannya voltmeter tersebut menyebabkan arus listrik yang melewati hambatan R sedikit berkurang. Idealnya, suatu voltmeter harus memiliki hambatan yang sangat besar agar berkurangnya arus listrik yang melewati hambatan R juga sangat kecil.
1. Menghitung Nilai Tegangan dan Arus pada Rangkaian Seri
2. Menghitung Nilai Tegangan dan Arus pada Rangkaian Paralel
Silahkan Download File Simulasi dibawah ini :
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