دانلود پاورپوینت با موضوع معادله ي هارتري فوك براي گاز الكتروني همگن،
در قالب ppt و در 19 اسلاید، قابل ویرایش.
بخشی از متن پاورپوینت:
![](data:image/png;base64,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
<p style="text-align: center;"><a href="https://nikanlink.com/product/85718/پاورپوینت-معادله-ي-هارتري-فوك-براي-گاز-الكتروني-همگن/1126" target="_blank" rel="noopener"><em><strong>دانلود فایل”پاورپوینت معادله ي هارتري فوك براي گاز الكتروني همگن”</strong></em></a></p>
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<span class="tags-links">برچسبخورده با <a href="https://fileca.ir/tag/%d9%be%d8%a7%d9%88%d8%b1%d9%be%d9%88%db%8c%d9%86%d8%aa-%d8%af%d8%b1-%d9%85%d9%88%d8%b1%d8%af-%d9%85%d8%b9%d8%a7%d8%af%d9%84%d9%87-%d9%8a-%d9%87%d8%a7%d8%b1%d8%aa%d8%b1%d9%8a-%d9%81%d9%88%d9%83-%d8%a8/" rel="tag nofollow">پاورپوینت در مورد معادله ي هارتري فوك براي گاز الكتروني همگن</a>، <a href="https://fileca.ir/tag/%d9%be%d8%a7%d9%88%d8%b1%d9%be%d9%88%db%8c%d9%86%d8%aa-%d8%af%d8%b1%d8%a8%d8%a7%d8%b1%d9%87-%d9%85%d8%b9%d8%a7%d8%af%d9%84%d9%87-%d9%8a-%d9%87%d8%a7%d8%b1%d8%aa%d8%b1%d9%8a/" rel="tag nofollow">پاورپوینت درباره معادله ي هارتري</a>، <a href="https://fileca.ir/tag/%d8%aa%d8%ad%d9%82%db%8c%d9%82-%d9%85%d8%b9%d8%a7%d8%af%d9%84%d9%87-%d9%8a-%d9%87%d8%a7%d8%b1%d8%aa%d8%b1%d9%8a-%d9%81%d9%88%d9%83-%d8%a8%d8%b1%d8%a7%d9%8a-%da%af%d8%a7%d8%b2-%d8%a7%d9%84%d9%83%d8%aa/" rel="tag nofollow">تحقیق معادله ي هارتري فوك براي گاز الكتروني همگن</a>، <a href="https://fileca.ir/tag/%d8%af%d8%a7%d9%86%d9%84%d9%88%d8%af-%d9%be%d8%a7%d9%88%d8%b1%d9%be%d9%88%db%8c%d9%86%d8%aa-%d9%85%d8%b9%d8%a7%d8%af%d9%84%d9%87-%d9%8a-%d9%87%d8%a7%d8%b1%d8%aa%d8%b1%d9%8a-%d9%81%d9%88%d9%83-%d8%a8/" rel="tag nofollow">دانلود پاورپوینت معادله ي هارتري فوك براي گاز الكتروني همگن</a>، <a href="https://fileca.ir/tag/%d9%85%d8%b9%d8%a7%d8%af%d9%84%d9%87-%d9%8a-%d9%87%d8%a7%d8%b1%d8%aa%d8%b1%d9%8a-%d9%81%d9%88%d9%83-%d8%a8%d8%b1%d8%a7%d9%8a-%da%af%d8%a7%d8%b2-%d8%a7%d9%84%d9%83%d8%aa%d8%b1%d9%88%d9%86%d9%8a-%d9%87/" rel="tag nofollow">معادله ي هارتري فوك براي گاز الكتروني همگن</a></span> </footer><!-- .entry-footer -->
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</form></aside><aside id="yarpp_widget-2" class="widget widget_yarpp_widget"><h3 class="widget-title">سایر مطالب این دسته:</h3><div class=)
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