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Theoretical evaluation of the effective work functions for positive-ionic and electronic emissions from polycrystalline metal surfaces

机译:对多晶金属表面的正离子和电子发射的有效功函数的理论评估

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Effective work functions (ψ~+ and ψ~e) for positive-ionic and electronic emissions from polycrystalline metals of Nb, Mo, Ta, W and Ir are calculated according to our theoretical model by using those published data on both fractional surface area (F,) and local work function (ψ_i) of each metal surface composed of several patchy faces (1, 2.....i). Comparison between the theoretical values thus obtained and those experimental data published to date yields the conclusions as follows. (1) With a slight error of less than ~0.1 eV, the value of ψ~e calculated with each of the metals is in fair or good agreement with that determined by experiment. (2) Such agreement is found also with ψ~+ for W. (3) In a typical case of W, where the degree of monocrystallization (δ_m) corresponding to the largest among the values of F_i is less than ~0.5, the thermionic contrast (Δψ~* = ψ~+ - ψ~e) is found again to be nearly equal to both theoretical and experimental values reported previously. (4) Each of the five metals shows that Δψ~* at δ_m = 0.68-0.95 is smaller than Δψ* at δ_m < 0.5. (5) This result strongly supports our theoretical prediction that Aψ* decreases gradually to zero as δ_m increases beyond ~0.5 up to ~1. (6) Particularly, such a surface which has δ_m > 0.96 exhibits Δψ~*?0, apparently equivalent to the so-called "monocrystalline surface (δ_m = 1)". These results lead to the conclusion that our theoretical model is valid for evaluating the effective work functions probably with a slight error of less than ~0.1 eV, irrespective of both the surface species and the range of δ_m. In addition, our simple model makes it possible to analyze the mechanism of change in ψ~+ and ψ~e according to the change in surface characters of both ψ_i, and F_i.
机译:Nb,Mo,Ta,W和Ir多晶金属的正离子和电子发射的有效功函数(ψ〜+和ψ〜e)根据我们的理论模型,通过使用这两个分数表面积的数据( F,)和每个金属表面的局部功函数(ψ_i),这些表面由几个不规则的面(1、2 .... i)组成。如此获得的理论值与迄今为止公布的那些实验数据之间的比较得出以下结论。 (1)每种金属的ψ〜e值的误差均小于或等于〜0.1 eV,与实验确定的值相当或良好。 (2)W也与ψ〜+一致。(3)在W的典型情况下,与F_i值中的最大值对应的单晶度(δ_m)小于〜0.5,再次发现对比度(Δψ〜* =ψ〜+-ψ〜e)几乎等于先前报道的理论值和实验值。 (4)五种金属中的每一种都表明δ_m= 0.68-0.95时的Δψ*小于δ_m<0.5时的Δψ*。 (5)这个结果有力地支持了我们的理论预测,即随着δ_m从〜0.5增加到〜1,Aψ*逐渐减小到零。 (6)特别地,这种具有δ_m> 0.96的表面表现出Δψ〜*Δ0,显然与所谓的“单晶表面(δ_m= 1)”相等。这些结果得出的结论是,无论表面种类和δ_m的范围如何,我们的理论模型都可以有效地评估有效功函数,且其误差可能小于〜0.1 eV。另外,我们的简单模型使得根据ψ_i和F_i的表面特征的变化分析ψ〜+和ψ〜e的变化机理成为可能。

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