درخواست های مرتبط با | کتاب های مهندسی شیمی

Dezmond

عضو
سلام خدمت دوستان عزیز و گرامی ام .
دوستان حل المسال کتاب Momentum heat and mass transfer By Bennet & Meyers را به شدت نیازمندم . دست کمک به شما دراز می کنم

http://www.amazon.com/Momentum-Heat...=8-5&keywords=momentum+heat+and+mass+transfer


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%20
 

javad696

عضو جدید
سلام دوستان كسي فايل pdf كتاب تجهيزات فرآيندي تاليف مهدي رازي فر رو داره؟
 

Fatima.engineer

عضو جدید
سلام
دوستان میشه لطفا حل تمرین کتاب transport phenomena bird رو قرار بدین.
ممنونم

البته فقط حل تمرین appendix A رو میخواستم..
 
آخرین ویرایش توسط مدیر:

mohandes-87

عضو جدید
سلام بچه های من یه کتاب میخوام که آموزش برنامه نویسی با VBAاکسل رو داشته باشه برای حل عددی معادلات دبفرانسیل میخوام
 

8758034

عضو جدید
سلام من حل تمرین این کتابو میخواستم
Applied mathematics and modeling for chemical engineers
By: Richard.G.Rice Duong.D. Do
 

Dezmond

عضو
سلام بر عزیزانی که زحمت کشیده و کتاب های مورد نیاز دانشجویان این مرز و بوم را تامین می کنند . تقاضا دارم محبت بفرمایید و لینک دانلود کتاب زیر را معرفی فرمایید . یک دنیا تشکر

[h=1]Natural Gas Hydrates in Flow Assurance Hardcover – September 23, 2010[/h]
by Carolyn Ann Koh (Editor), Amadeu Sum (Editor), E Dendy Sloan (Editor)

http://www.amazon.com/Natural-Gas-H...ywords=Natural+Gas+Hydrates+in+Flow+Assurance


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%20
 

outranc3

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سلام دوستان من تو مقطع ارشد هستم

این کتاب رو دارم لاتینش رو Introduction to Software for Chemical Engineers

میخواستم ترجمه فارسی این کتاب رو برا دان بزاریین اگه میشه

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sahel_m

کاربر فعال مهندسی شیمی ,
کاربر ممتاز
سلام بر عزیزانی که زحمت کشیده و کتاب های مورد نیاز دانشجویان این مرز و بوم را تامین می کنند . تقاضا دارم محبت بفرمایید و لینک دانلود کتاب زیر را معرفی فرمایید . یک دنیا تشکر

Natural Gas Hydrates in Flow Assurance Hardcover – September 23, 2010


by Carolyn Ann Koh (Editor), Amadeu Sum (Editor), E Dendy Sloan (Editor)

http://www.amazon.com/Natural-Gas-H...ywords=Natural+Gas+Hydrates+in+Flow+Assurance


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%20


اینو براتون میزارم فقط عکس رو جلدش متفاوته ولی بقیه مشخصات درسته انشاله بدردتون بخوره

مشاهده پیوست Carolyn Ann Koh, Amadeu Sum, E Dendy Sloan-Natural Gas Hydrates in Flow Assurance-Gulf Professio.pdf
 

mn.68

عضو جدید
[h=1]Polymer Blends: 'A Comprehensive Review[/h]http://www.amazon.com/Polymer-Blends-A-Comprehensive-Review/dp/1569904081
 

winsim

عضو جدید
[h=1]Particle Swarm Optimization: Theory, Techniques and Applications[/h]http://books.google.com/books?id=Iad6RAAACAAJ&dq=particle+swarm+optimization&hl=en&sa=X&ei=7OtLVIncKtPfarrHgfAD&ved=0CCsQ6AEwAg
 

P O U R I A

مدیر مهندسی شیمی مدیر تالار گفتگوی آزاد
مدیر تالار

پیوست ها

  • Lloyd M. Robeson-Polymer Blends-Hanser Fachbuchverlag (2007).pdf
    6.5 مگایابت · بازدیدها: 0
آخرین ویرایش:

P O U R I A

مدیر مهندسی شیمی مدیر تالار گفتگوی آزاد
مدیر تالار
http://www.amazon.com/Elements-Chem...rds=elements+of+chemical+reaction+engineering

Elements of Chemical Reaction Engineering (4th Edition) Hardcover – September 2, 2005


by H. Scott Fogler (Author)



دوستان عزیزم محبت فرموده و لینک دانلود مربوط به ادیشن چهارم , سپتامبر 2005 را به بنده معرفی فرمائید . قدردان تمام زحمات شما هستم
سلام
در تاپیک زیر لینک دانلود این کتاب هست .. ولی حجمش کمی بالاست .. 115 مگ
تاپیک: Elements of Chemical Reaction Engineering - Fogler



 

P O U R I A

مدیر مهندسی شیمی مدیر تالار گفتگوی آزاد
مدیر تالار
Mass Transfer in Multicomponent Mixtures

Mass Transfer in Multicomponent Mixtures

با سلام
کتاب mass transfer in multicomponent mixtures نوشته wesselingh و Krishna رو میخواستم
توضیح اینکه فایلش به صورت دانلود آزاد در اینترنت موجوده اما فقط 30 صفحه اول کتاب رو گذاشته
لینک دانلود در amazon
http://www.amazon.com/Mass-Transfer-Multicomponent-Mixtures-Wesselingh/dp/9071301583
سپاس
خدمت شما
Mass Transfer in Multicomponent Mixtures
 

winsim

عضو جدید
با سلام
کتاب زیر رو میخواستم.
ممنون
Particle Swarm Optimization: Theory, Techniques and Applications
http://books.google.com/books?id=Iad6RAAACAAJ&dq=particle+swarm+optimizati on&hl=en&sa=X&ei=7OtLVIncKtPfarrHgfAD&ved=0CCsQ6AE wAg
 

ئدز

عضو جدید
سلام کتاب حل تمرین های این کتاب رو میخوام تو نت نصفس هست نمیدونم چرا کاملش رو پیدا نمیکنم؟؟؟؟؟؟؟؟؟
Economics: Principles​
& Policy, Twelfth Edition
William J. Baumol, Alan S. Blinder
 
بالا