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black body radiation     
相关语句
  黑体辐射
     Calculation of the Blackbody Radiation Quantity Based on MATLAB
     基于MATLAB的黑体辐射量计算
短句来源
     To calculate the radiation quantity of the blackbody in the bounded domain(λ 1-λ 2 or ν 1-ν 2),the integration of the formula of the blackbody radiation must be solved.
     为了计算黑体在有界域 (λ1 - λ2 或 ν1 - ν2 )的辐射量 ,需对黑体辐射公式在有界域进行积分。
短句来源
     Arc plume emission spectrum which fits the Planck blackbody radiation function by assuming T=4 350 K shows Swan band system of C_2.The arc plasma temperature is about 4 300~4 400K,and the error is about 100K.
     放电过程中的电弧等离子体光谱测试表明其中主要有C2分子的发射峰,光谱分布曲线与普朗克黑体辐射曲线中T=4 350 K的分布情况吻合,确定放电电弧等离子体温度约4 300~4 400k,测量误差约100 K。
短句来源
     Integral Solution of the Formula of the Blackbody Radiation and its Application
     黑体辐射公式的积分解及应用
短句来源
     On the basis of Planck formula of black body radiation and experimental data of excitation functions of (p,n) reaction, an empirical systematics formula is presented, which includes two adjustable parameters C 0 and C 2,and reproduces excitation functions of (p,n) reaction for proton incident energies from threshold to 150 MeV,target masses from 20 to 238.
     从普朗克(Planck)黑体辐射公式和实验测量数据出发,提出了1个包含2个可调参量、入射质子能量从阈能到150MeV、靶核质量数在20<A<238范围内能够较好描述(p,n)反应激发函数的系统学经验公式。
短句来源
更多       
  黑体辐射
     Calculation of the Blackbody Radiation Quantity Based on MATLAB
     基于MATLAB的黑体辐射量计算
短句来源
     To calculate the radiation quantity of the blackbody in the bounded domain(λ 1-λ 2 or ν 1-ν 2),the integration of the formula of the blackbody radiation must be solved.
     为了计算黑体在有界域 (λ1 - λ2 或 ν1 - ν2 )的辐射量 ,需对黑体辐射公式在有界域进行积分。
短句来源
     Arc plume emission spectrum which fits the Planck blackbody radiation function by assuming T=4 350 K shows Swan band system of C_2.The arc plasma temperature is about 4 300~4 400K,and the error is about 100K.
     放电过程中的电弧等离子体光谱测试表明其中主要有C2分子的发射峰,光谱分布曲线与普朗克黑体辐射曲线中T=4 350 K的分布情况吻合,确定放电电弧等离子体温度约4 300~4 400k,测量误差约100 K。
短句来源
     Integral Solution of the Formula of the Blackbody Radiation and its Application
     黑体辐射公式的积分解及应用
短句来源
     On the basis of Planck formula of black body radiation and experimental data of excitation functions of (p,n) reaction, an empirical systematics formula is presented, which includes two adjustable parameters C 0 and C 2,and reproduces excitation functions of (p,n) reaction for proton incident energies from threshold to 150 MeV,target masses from 20 to 238.
     从普朗克(Planck)黑体辐射公式和实验测量数据出发,提出了1个包含2个可调参量、入射质子能量从阈能到150MeV、靶核质量数在20<A<238范围内能够较好描述(p,n)反应激发函数的系统学经验公式。
短句来源
更多       
  看作黑体辐射
     The result indicates that PPDW radiation is not blackbody radiation when channel pressure is 1? MPa.
     结果表明 ,当通道压力为1MPa时 ,PPDW辐射不能看作黑体辐射 .
短句来源
     K. While channel pressure is 1? GPa, its radiation is blackbody radiation if only channel temperature is in the range of 11?
     若通道压力达 1GPa ,则在 110 0 0~ 6 0 0 0 0K范围内其辐射都可看作黑体辐射 .
短句来源
     But its radiation can be regard as blackbody radiation when channel pressure is 108Pa and temperature changes from 16000K to 35000K.
     当通道压力为 1 0 8Pa时 ,通道辐射在温度从 1 60 0 0 K到 350 0 0 K范围内可看作黑体辐射 .
短句来源
     And while channel pressure is 10 9Pa, its radiation is blackbody radiation only if channel temperature is higher than 12000K.
     通道压力达 1 0 9Pa时 ,通道辐射在 1 2 0 0 0 K以上均可看作黑体辐射 .
短句来源
     The result indicates that PPDW radiation is not blackbody radiation when channel pressure is 10 6Pa.
     计算结果表明 ,当通道压力为 1 0 6Pa时 ,通道辐射在所计算的温度范围内不能看作黑体辐射 .
短句来源
  黑体辐射的
     But its radiation can be regard as blackbody radiation when channel pressure is 0.1? GPa and temperature changes between 16? 000?
     当通道压力为 0 .1GPa、温度在 16 0 0 0~ 35 0 0 0K时 ,PPDW满足黑体辐射的两个条件 ,其辐射可看作是黑体辐射 .
短句来源
     Four peak laws and scaling laws in blackbody radiation are derived. Some related physical constants are calculated according to 1988 CODATA.
     导出了黑体辐射的四个峰值定律和标度律,利用1988年CODATA算出有关物理常数.
短句来源
     PLANK DISTRIBUTION ABOUT BLACKBODY RADIATION
     关于黑体辐射的普朗克分布式
短句来源
     Using the microcomputer to scan the grating spectrograph and the bromo tungsten light, the black body radiation experiment is conducted.
     利用微机扫描光栅光谱仪和溴钨灯进行黑体辐射实验研究 ,验证了黑体辐射的基本规律 ;
短句来源
     The covariance of the state equation about ideal gas, Planck_law about black body radiation and thermodynamic Matsubara_function gives new proof of motion_temperature contraction.
     由理想气体方程、黑体辐射的Planck分布及松原函数的协变性给出运动温度收缩关系的新论证;
短句来源
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      black body radiation
    It is interesting that two peaks appears in the spectrum when the black hole mass decreases close to Planck mass, which is different from black body radiation.
          
    Quantum Mechanics (QM) was invented to fix the infinities that arose classically in trying to count the states of Black Body radiation.
          
    The fluid would under certain circumstances be black body radiation while for other cases the internal pressure is always greater than the density.
          
    In the current standard viewpoint small black holes are believed to emit black body radiation at the Hawking temperature, at least until they approach Planck size, after which their fate is open to conjecture.
          
    We study the heat capacity of a spherically symmetric distribution of black body radiation when the effects of its own gravitational field are taken into account.
          
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