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  l being
     The average content of anatoxin-A in whole lake was 0.007g/L, while that of microcystin-LR was 0.090g/L, being 13 times of the anatoxin-A.
     结果表明,整个淀山湖类毒素-A的平均含量为0.007g/L,而微囊藻毒素-LR的平均含量为0.090g/L,是类毒素-A的13倍.
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     The average concentration of these phenolic compounds in each river section tended to decrease from the upper to the lower reaches, the average concentration of these 5 kinds of phenolic compounds in the branch Jinhua River was 10.2μg/L, being near four times of that in the mainstream.
     各河段酚类化合物的平均浓度从上游至下游呈下降趋势,支流金华江中5种酚类化合物平均浓度为10.2μg/L,是干流中的近4倍.
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     The results obtained are reduced to those of the Ginzburg-Landau theory when 2d 》ξ0 with arbitrary l or 2d《ξ0 with l 《 2d, but are different when 2d<ξ0 with l>2d, l being the mean free path of the electrons. The theory agrees with Blumberg's experiment.
     在2d<ξ_0 而l>2d时,与Гинэбург-Ландау理论不同(l是杂质所决定的电子平均自由程)。 理论符合Blumbers实验。
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  “l是”译为未确定词的双语例句
     MS medium supplemented with 6BA 1.0 mg/L and NAA 0.1 mg/L and AC 0.1 g/L was optimal for the induction of protocorm-like-body.
     MS+6-BA 1.0 mg/L+NAA 0.1 mg/L+AC 0.1 g/L是类原球茎诱导的最佳培养基;
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     MS+2,4 D 0.5 mg/L+CH 500 mg/L+ADE 20 mg/L was the suitable medium for the subculture of embryogenic callus.
     MS+2 ,4 - D 0 .5 mg/L +CH 5 0 0 mg/L +ADE 2 0 m g/L是胚性愈伤组织适宜的继代培养基。
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     MS+ 6-BA0.5mg/L+2, 4-D1. 0 mg/L is optimum medium for callus proliferation.
     MS+6-BA0.5mg/L+2,4-D1.0mg/L是适合于半夏愈伤组织增殖的培养基。
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     The best medium for the propagation of protocorm-like-body and differentiation of shoots was 1/2MS+6BA 1.0 mg/L+NAA 0.1 mg/L.
     1/2MS+6-BA 1.0 mg/L+NAA 0.1 mg/L是类原球茎增殖和幼苗分化的最适宜培养基;
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     1/2 MS+ IAA 1.0 mg/L medium was the optimal medium for root regeneration.
     1/2 MS+IAA1.0 mg/L是火鹤生根的适宜培养基。
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  l being
While the expectation value of their interaction, ? VHC(x) ?, vanishes for every state of two particles, the expectation value of their relative separation, ? x ?, satisfies ? x ?≥λ/2 (or q ≥ π/d, with 2d=L being the size of the box).
      
An expression for the chain length probability distribution p(l) of a one dimensional Ising chain was derived using the cluster variation method formalism, the p(l) being expressed through the pair cluster probabilities.
      
A method is given for the derivation of a path integral representation of the Green's function solutionP of equations?P/?t=LP,L being some Liouville operator.
      
We consider the rounding and shifting of a firstorder transition in a finited-dimensional hypercubicLd geometry,L being the linear dimension of the system, and surface effects are avoided by periodic boundary conditions.
      
In addition, it is also shown that, whatever the dimension, the impedance of a weakly polarizable electrode for any irregular geometry scales under a homothety transformation as Ld-1, L being the size of the system and d its topological dimension.
      
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