آموزش پرسپکتیو دو نقطه ای رو در این پست براتون گذاشتم
رسم پرسپکتیو بسیار ساده هستش .
شما فقط بتونید یک مکعب بکشید از داخلش میشه خیلی چیزهارو درآورد
امروز با مکعب کار میکنیم و ترسیمش میکنیم...
1. ابتدا خطی وسط صفحه بصورت افقی میکشیم که بهش خط افق گفته میشه.
2. دو نقطه در دو انتهای خط میزاریم که بهشون نقطه های گریز گفته میشه
یعنی ما کلا سه تا خط داریم تو پرسپکتیو
یکی خط های عمودی
یکی خط هایی که به گریز چپ میرن و خطوط دیگر به گریز راست میرن...3.یک خط عمودی حدودا 5 سانتی وسط صفحه بکشید و دو طرف بالا و پایین خط رو به گریز های سمت چپ و راست برید
6.دو خط عمودی دیگر به فاصله حدودا 2 سانتی از خط عمودی وسط در دو طرفش بکشید..
در آخر خطوط اصلی مکعب که در اومده رو پر رنگ کنید... مثل شکل زیر![](data:image/png;base64,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)
7. چند مربع یا مکعب در چپ و راست شکل اضافه کنید با همون روش..
![](data:image/jpeg;base64,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)
8. با گذاشتن پنجره و سایه زدن به فرمتون یک مقدار جون بدید..
پنجره کشیدن هم کاری نداره همون طوره....
کلا هر چیزی خواستید بکشید فقط سه نوع خط میتونید داشته باشید...
خطوط عمودی- گریز راست و خطوطی که به گریز چپ میرن
![](data:image/jpeg;base64,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)
منبع:
pedramghasemnezhad1.blogsky.com
پدرام قاسم نژاد