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Beta(Phase constant) compensation foe the voltage profile in a transmission line بزرگنمایی

Beta(Phase constant) compensation foe the voltage profile in a transmission line

شبیه سازی مقاله Beta(Phase constant) compensation foe the voltage profile in a transmission line

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جزییات بیشتر

490,000 ریال

490,000 ریال به‌ازای 490000

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Beta(Phase constant) compensation foe the voltage profile in a transmission line

Beta(Phase constant) compensation foe the voltage profile in a transmission line

شبیه سازی مقاله Beta(Phase constant) compensation foe the voltage profile in a transmission line

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