Rangkaian Lampu Neon Emergency (Digunakan Saat Pemadaman Listrik) - Edukasi Elektronika | Electronics Engineering Solution and Education

Friday, 26 April 2013

Rangkaian Lampu Neon Emergency (Digunakan Saat Pemadaman Listrik)


Iseng-iseng karena jengkel sering terjadi pemadaman listrik, kali ini saya akan membagikan Rangkaian Lampu Neon Emergency yang dapat digunakan saat pemadama listrik. Rangkaian ini sangat sederhana dan mudah dibuat untuk para pecinta elektronika.

Berikut adalah gambar rangkaiannya:
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


Prinsip kerja rangkaian ini adalah putus nyambung yang dikerjakan oleh transistor. Sehingga tegangan yang diperoleh lampu neon hampir seperti tegangan AC meskipun sumber tegangan adalah DC. Untuk menghindari panas berlebihan, lebih baik pada transistor diberi pendingin yang cukup.

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