با سلام و عرض ادب خدمت عزیزان
ضمن تشکر از وقت و فرصتی که در یافتن کتب درخواستی دانشجویان می گذارید . تقاضا دارم محبتی فرمائید و لینک دانلود کتاب کاتالیست های هتروژنی را در اختبار بنده قرار دهید . پیشاپیش از زحمات شما بزرگواران کمال قدردانی و تشکر را دارم
http://www.amazon.com/Heterogeneous...eterogeneous+Catalysis+in+Industrial+Practice
Heterogeneous Catalysis in Industrial Practice Hardcover – March, 1991
by
Charles N. Satterfield (Author)
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ISBN-13: 978-0070548862 ISBN-10: 0070548862 Edition: 2 Sub
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%20