maydon potensiali esa, sinovchi qo zaryadning elektrostatik maydon ixtiyoriy nuqtasidagi potensial energiyasi ye ning shu zaryad miqdoriga nisbati bilan aniqlanadigan fizik kattalikka aytiladi, ya’ni:
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) ![](data:image/png;base64,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) . (6.2)
Potensial son jihatidan birlik musbat zaryadning maydondagi muayyan nuqtadagi potensial energiyasiga tengdir. Zaryadlar sistemasi hosil qilgan maydon potensiali sistema tarkibiga kirgan har bir zaryadning alohida hosil kilgan maydon potensiallari algebraik yig’indisiga tengdir.
Agar bizga potensiallari 1 va 2 ga teng bo’lgan, bir-biridan d=d2-d1 masofada joylashgan ikkita parallel plastinka berilgan bo’lsa, maydon kuchlanganligi uchun
E![](data:image/png;base64,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) (6.3)
ifodani olamiz, bu yerda 2- 1 U - plastinkalar orasidagi potensiallar farqi yoki
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