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به همت انجمن علمی جغرافیا و برنامهریزی شهری، کارگاه آموزشی سیستم های توزیع چندمرحلهای در حمل و نقل شهری به مدت 2 ساعت با تدریس دکتر فردین دشتی ساریدرق در محل آمفیتئاتر دانشکده ادبیات و علوم انسانی برگزار شد.
در ابتدا، دکتر حبیب ابراهیم پور، رئیس دانشکده ادبیات و علوم انسانی بیان کرد: کارگاههای آموزشی فرصتی برای ایجاد تحرک در آموزشهای دانشگاهی است و دانشکده ادبیات و علوم انسانی با همکاری اساتید و دانشجویان دکتری در بحث برگزاری کارگاهها یک رکورد سه رقمی کسب نموده و امیدواریم این فعالیتها همچنان ادامه یابد.
وی افزود: در این کارگاهها تجارب اساتید در دانشگاههای مختلف داخلی و خارجی باید مورد توجه دانشجویان قرار گیرد و فرصتی برای استفاده از این تجارب و به چالش کشیدن آنها و همچنین باید به بررسی تطبیقی شباهتها و تفاوتهای بین دانشگاههای داخلی و خارجی پرداخت.
در ادامه فردین دشتی ساریدرق دانشجوی دکتری دانشگاه آیندهوون هلند، در خصوص موضوع پایاننامه خود مبنی بر سیستمهای توزیع چندمرحلهای در حمل و نقل شهری مطالبی ارائه داد و گفت: ما زمین را از گذشته به ارث نبردیم بلکه از آیندگان به امانت گرفتیم بنابراین باید در تمام زمینه ها به ویژه حمل و نقل شهری به طور جدی اندیشید و برنامه داشت.
![Description: C:UsersMGhasemiDesktopسیستم چند مرحله 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)
وی افزود: در مسیریابی چندمرحلهای ابتدا برنامه خط نزدیک مبدا را شناسایی و سپس اطلاعات آن خط را تا نقطه محل تلاقی از پایگاه داده که در خود دستگاه همراه کاربر میباشد، اخذ مینماید. پس از آن خط نزدیک مقصد را شناسایی و اطلاعات ان خط را از نقطه تلاقی تا نزدیکترین ایستگاه به مقصد از پایگاه داده اخذ مینماید و عملیات محاسبه را بر روی دادهها انجام میدهد .
![Description: C:UsersMGhasemiDesktopسیستم چند مرحله 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)
دشتی ساریدرق گفت: در صورتی که به بیش از دو خط برای جابه جایی بین دو نقطه نیاز باشد، ابتدا خط نزدیک مبدا و سپس خط نزدیک مقصد شناسایی میشود و در صورتی که این دو خط نیز تلاقی نداشته باشند، نسبت به شناسایی خطوطی که هر دوی این خطها با آن تلاقی دارند اقدام میشود و با ذکر مثالی این مطلب را تشریح کرد.
در پایان دشتی ساریدرق به سؤالات دانشجویان پاسخ گفت.
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