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전자재료물성 및 소자공학 솔루션 공학
principles of electronic materials and devices_third edition (전자재료물성 및 소자Engineering)
Molar fraction or the atomic fraction of the i-th elements is therefore,
레포트 > 공학,기술계열
출판사 : McGrawHill
components 1,2,..., N in the alloy and M1, M2, ..., MN, are the respective atomic masses of the
저자 : S. O. Kasap
of moles in the alloy is then wi/Mi. Thus,
タイトル(제목) : principles of electronic materials and devices
Number of moles of element i = wi/Mi
a. Suppose that n1, n2, n3,…, ni,…, nN are the atomic fractions of the elements in the alloy,
Number of moles in the whole alloy = w1/M1 + w2/M2 +…+ wi/Mi +…+wN/MN
the weight fraction of the i-th atom, wi is also the mass of i-th element in grams in the alloy. The number
전자재료물성 및 소자공학 3판 솔루션입니다.
n1 + n2 + n3 +… + nN = 1
Suppose that we have 1 mole of the alloy. Then it has ni moles of an atom with atomic mass Mi (atomic
fractions also represent molar fractions in the alloy). Suppose that we have 1 gram of the alloy. Since wi is
1.2 Atomic mass and molar fractions
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a. Consider a multicomponent alloy containing N elements. If w1, w2, ..., wN are the weight fractions of
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Solutions to Principles of Electronic Materials and Devices: 3rd Edition
1.1Third Edition ( 2005 McGraw-Hill)
elements, show that the atomic fraction of the i-th component is given by
다. 제목 : principles of electronic materials and devices 판 : 3판 저자 : S. O. Kasap 출판사 : McGrawHill Solutions to Principles of Electronic Materials and Devices: 3rd Edition (13 May 2005) Chapter 1..... 1.1Third Edition ( 2005 McGraw-Hill)
(13 May 2005) Chapter 1.....
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전자재료물성 및 소자Engineering 3판 해법입니다.
