在G75 X(U) Z(W) R(i) P(K)Q(△d)程序格式中,( )表示锥螺纹始点与终点的半径差。
A.X、U
B.i
C.Z、W
D.R
A.X、U
B.i
C.Z、W
D.R
A) Allotropic material N) Interstitialcy
B) Amorphous O) Long-range-order materials
C) Anion P) Monomer
D) Atomic packing factor (APF) Q) Neutrons
E) Cation R) Polymer
F) Coordinationnumber S) Polymorphic material
G) Creep T) Proton
H) Crystalline U) Short-range-ordermaterials
I) Electron affinity V) Smart materials
J) Electronegativity W) Substitutionalsolid solution
K) Engineering materials X) Vacancy
L) Factor ofsafety Y) Van de waals forces
M) Interstitialsolid solution Z) Yield
Choose the BEST TERM to match the definition and translate the selected term into Chinese
(20pts).
A) Atomic packing factor (APF) R) Long-range-order materials
B) Characterization S) Mixture
C) Coordination number T) Modulus of resilience
D) Creep U) Modulusoftoughness
E) Designforassembly V) Neutrons
F) Design for disassembly W) Non-ferrous metals
G) Differential thermal analysis X) Optical microscope
H) Electronmicroscope Y) Proton
I) Electron affinity Z) Short-range-order materials
J) Electronegativity AA) Solution
K) Electrons BB) Spacelattice
L) Ferrousmetals CC) Voidfraction
M) Hardness DD) Toughness
N) Ionizationpotential EE) Unitcell
O) Isotope FF) Valenceelectrons
P) LifeCycleAnalysis GG) X-ray diffraction
Q) LifeCyclelnventory HH) Yield
证明若u=u(x,y,z)在有界闭域V上调和,S是V的边界面,
则
(x,y,z)∈V,(ξ,η,ζ)∈S,r={ξ-x,η-y,ζ-z),r=[r,n],是S上(ξ,η,ζ)点处的外法线单位向量.
设f(z)=u(x,y)+iv(x,y)在复数平面区域R内为正规解析.则在R中每一点常存在一定的方向l,使u(x,y)沿这方向变动得最速,此l亦即斜量gradu={ux,uy)所表示的方向,
设R是从点M0(a,b,c)到任意点M(x,y,z)的距离,求证grad u是在
方向上的单位矢量.
试证:于复数平面区域R中,在每一使f'(z)不等于零的点,u(x,y)沿曲线C:v(x,y)=const变动得最快,并且沿此曲线的变化率(方向微商)恒不等于零.