دانلود پاورپوینت فصل (4) چهارم کتاب زمین شناسی سال سوم دبیرستان (59 اسلاید)
با کیفیت ترین پاورپوینت فصل (4) چهارم کتاب زمین شناسی سال سوم دبیرستان (59 اسلاید) , دانلود پاورپوینت فصل (4) چهارم کتاب زمین شناسی سال سوم دبیرستان (59 اسلاید) , سایت دانلود پاورپوینت فصل (4) چهارم کتاب زمین شناسی سال سوم دبیرستان (59 اسلاید)
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پاورپوینت فصل (4) چهارم کتاب زمین شناسی سال سوم دبیرستان (59 اسلاید)
پاورپوینت درس زمین شناسی سال سوم دبیرستان ( دوره ی دوم متوسطه) تجربی
پاورپوینت فصل (4) چهارم کتاب زمین شناسی سال سوم دبیرستان (59 اسلاید)
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)
اسلاید3
آب هاى جارى
گرچه مقدار آبى که هر لحظه در روى زمین جریان دارد در مقایسه با حجم آب کره بسیار ناچیز است، ولى بسیارى از تغییرات سطح زمین توسط همین آب ها انجام میگیرد. آب هاى جارى از نظرتأمین آب مصرفى انسان، در کشاورزى، صنعت، تولید نیروى الکتریسیته ارزان، ماهیگیرى، کشتى رانى و به عنوان مرزهاى طبیعى و … اهمیت خاصى دارند.
اسلاید4
بخشى از باران را که در سطح زمین به سوى مناطق پست تر جارى مى شود « رونـــاب »گویند.
عوامل مختلفى بر میزان رواناب حاصل از یک بارندگى مؤثر است
اسلاید5
گیاهان حرکت آب را کند مى کنند و سبب نفوذ آب بیشترى به زمین مى شوند. بعضى از انواع خاک ها مقدار رواناب را کاهش مى دهند. اگر خاک متراکم نباشد یا گیاخاک فراوانى داشته باشد آب به آسانى در آن نفوذ مى کند.
اسلاید6
حوضه آبریز
بدنه اصلى هر رودخانه مرکب از تعدادى رودهاى کوچک است و این رودها هریک به نوبه خود از انشعابات کوچکترى تشکیل شده اند که رواناب ها قسمت اعظم آب آنها را تأمین مى کنند. همه شاخه ها و انشعابات یک رود، به صورت یک مجموعه، موجب تخلیه یا زهکشى آب از سطح زمین مى شوند
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پاورپوینت فصل (4) چهارم کتاب زمین شناسی سال سوم دبیرستان (59 اسلاید)
پاورپوینت درس زمین شناسی سال سوم دبیرستان ( دوره ی دوم متوسطه) تجربی
پاورپوینت فصل (4) چهارم کتاب زمین شناسی سال سوم دبیرستان (59 اسلاید)
اسلاید3
آب هاى جارى
گرچه مقدار آبى که هر لحظه در روى زمین جریان دارد در مقایسه با حجم آب کره بسیار ناچیز است، ولى بسیارى از تغییرات سطح زمین توسط همین آب ها انجام میگیرد. آب هاى جارى از نظرتأمین آب مصرفى انسان، در کشاورزى، صنعت، تولید نیروى الکتریسیته ارزان، ماهیگیرى، کشتى رانى و به عنوان مرزهاى طبیعى و … اهمیت خاصى دارند.
اسلاید4
بخشى از باران را که در سطح زمین به سوى مناطق پست تر جارى مى شود « رونـــاب »گویند.
عوامل مختلفى بر میزان رواناب حاصل از یک بارندگى مؤثر است
اسلاید5
گیاهان حرکت آب را کند مى کنند و سبب نفوذ آب بیشترى به زمین مى شوند. بعضى از انواع خاک ها مقدار رواناب را کاهش مى دهند. اگر خاک متراکم نباشد یا گیاخاک فراوانى داشته باشد آب به آسانى در آن نفوذ مى کند.
اسلاید6
حوضه آبریز
بدنه اصلى هر رودخانه مرکب از تعدادى رودهاى کوچک است و این رودها هریک به نوبه خود از انشعابات کوچکترى تشکیل شده اند که رواناب ها قسمت اعظم آب آنها را تأمین مى کنند. همه شاخه ها و انشعابات یک رود، به صورت یک مجموعه، موجب تخلیه یا زهکشى آب از سطح زمین مى شوند
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