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商是几位数?
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作者 罗建国 《小学生学习指导(中年级)》 2019年第1期44-44,共1页
【村长出题】近来学习了'除数是一位数的除法'这部分知识,村长有些问题要考考大家:572÷6的商是几位数?672÷6的商是几位数?【伙伴出手】懒羊羊轻松地说:'这还不简单嘛,我动笔算算不就知道了.'喜羊羊连忙拦住,... 【村长出题】近来学习了'除数是一位数的除法'这部分知识,村长有些问题要考考大家:572÷6的商是几位数?672÷6的商是几位数?【伙伴出手】懒羊羊轻松地说:'这还不简单嘛,我动笔算算不就知道了.'喜羊羊连忙拦住,说:'我们试一试不计算能不能解决这类问题。' 展开更多
关键词 村长 商是 喜羊 几位数 问题 伙伴 除数
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和或积的末几位数
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作者 乐家骏 《小学数学教师》 2004年第1期167-173,共7页
关键词 整数 几位数 竞赛题 初中 数学 解法 基础知识
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Oxidation of formic acid on stepped Au(997) surface
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作者 邬宗芳 姜志全 +3 位作者 金岳康 熊锋 孙光辉 黄伟新 《Chinese Journal of Catalysis》 SCIE EI CAS CSCD 北大核心 2016年第10期1738-1746,共9页
The adsorption and reaction of formic acid (HCOOH) on clean and atomic oxygen‐covered Au(997) surfaces were studied by temperature‐programmed desorption/reaction spectroscopy (TPRS) and X‐ray photoelectron sp... The adsorption and reaction of formic acid (HCOOH) on clean and atomic oxygen‐covered Au(997) surfaces were studied by temperature‐programmed desorption/reaction spectroscopy (TPRS) and X‐ray photoelectron spectroscopy (XPS). At 105 K, HCOOH molecularly adsorbs on clean Au(997) and interacts more strongly with low‐coordinated Au atoms at (111) step sites than with those at (111) terrace sites. On an atomic oxygen‐covered Au(997) surface, HCOOH reacts with oxygen at‐oms to form HCOO and OH at 105 K. Upon subsequent heating, surface reactions occur among ad‐sorbed HCOO, OH, and atomic oxygen and produce CO2, H2O, and HCOOH between 250 and 400 K. The Au(111) steps bind surface adsorbates more strongly than the Au(111) terraces and exhibit larger barriers for HCOO(a) oxidation reactions. The surface reactions also depend on the relative coverages of co‐existing surface species. Our results elucidate the elementary surface reactions between formic acid and oxygen adatoms on Au surfaces and highlight the effects of the coordina‐tion number of the Au atoms on the Au catalysis. 展开更多
关键词 Gold catalysis Surface chemistry Model catalyst Geometric structure Coordination number
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Analytic Results in the Position-Dependent Mass Schrdinger Problem
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作者 M.S.Cunha H.R.Christiansen 《Communications in Theoretical Physics》 SCIE CAS CSCD 2013年第12期642-650,共9页
We investigate the Schr6dinger equation for a particle with a nonuniform solitonic mass density. First, we discuss in extent the (nontrivial) position-dependent mass V(x) = 0 case whose solutions are hypergeometri... We investigate the Schr6dinger equation for a particle with a nonuniform solitonic mass density. First, we discuss in extent the (nontrivial) position-dependent mass V(x) = 0 case whose solutions are hypergeometric functions in tanh2 x. Then, we consider an external hyperbolic-tangent potential. We show that the effective quantum mechanical problem is given by a Heun class equation and find analytically an eigenbasis for the space of solutions. We also compute the eigenstat, es for a potential of the form V (x) = Vo sinh2 z. 展开更多
关键词 Schr6dinger equation position-dependent mass Heun equation
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