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