对鹧鸪菜藻体细胞多核现象的观察

用Wittamann法染色观察到鹧鸪菜体细胞存在多核现象。其细胞核的数量随细胞大小、类型、细胞在藻体上的位置及老嫩程度等不同而异,较小型幼嫩的细胞核较少,大型老成的细胞核较多。顶细胞和藻体边缘的小细胞通常为单核,而成长的中肋细胞和假根细胞总是多核的。一个老成中肋细胞最多可有10多个核,假根细胞最多可有20多个核。鹧鸪菜细胞的多核现象对其种族在自然界的适应和生存具有积极的意义。     

H_2O-NaCl-CO_2体系液相状态方程及其在热液矿床研究中的应用

本文用Takenouchi和Kennedy(1965)关于H_2O-Nacl-Co_2体系实验数据进行回归分析,得出该三元系液相中压力(0—1500bar)、温度(100—450℃)、Nacl浓度(0—20wt％)和CO_2溶解度(0—36wt％)之间的函数关系,讨论了用此函数方程计算压力的误差(±2％—±40％,一般小于|±30％|)。对山东玲珑金矿床等一些热液矿床的压力计算表明,所得数值与其他地质压力计测算的结果接近。     

Assessing the Germplasm of Laminaria （Phaeophyceae） with Random Amplified Polymorphic DNA （RAPD） Method

Eighteen gametophytes including L.japonica ,L.ochotensis and L.longissima,were verified with random amplified polymorphic DNA (RAPD) technique.Eighteen ten-base primers were chosen from 100 primers selected for final amplification test.Among the total of 205 bands amplified ,181(88.3%) were polymorphic ,The genetic distance among different strains ranged from 0.072 to 0.391,The dendrogram constructed by unweighted pair -group method with arithmetic(UPGMA) method showed that the female and male gamtophytes of the same cell lines could be grouped in pairs respectively,It indicated that RAPD analysis could be used not only to distin-gusih different strains of Laminariz ,but also to distinguish male and female gametophyte within the same cell lines,There is ambiguous systematic relationship if judged mereely by the present data It seems that the use of RAPD marker is limited to elucidstion of the phylogenetic relationship among the species of Laminaria.     

嵩县螃蟹沟隐爆角砾岩体与钼金矿化成因探讨

螃蟹沟隐爆角砾岩体是河南省嵩县西北部众多含钼、金角砾岩体之一,这些角砾岩体具有成群、成带分布的特点.螃蟹沟角砾岩体的定位与分布受北西向背形、北西向和北东向断裂构造的复合控制,由燕山期钙碱性岩体与岩脉的侵入,以及随后发生的隐蔽爆发-坍塌作用而生成了角砾岩体.其中包括了震碎角砾岩、隐爆角砾岩、侵入角砾岩及坍塌角砾岩.岩体被后期断裂构造作用所复合叠加,致使钼、金富集成矿,形成"多型一体"的钼金矿床.     

Second-Order Solutions for Random lnterfacial Waves Under Steady Uniform Currents

In the present research, the study of Song (2004) for random interracial waves in two-layer fluid is extended to the case of fluids moving at different steady uniform speeds. The equations describing the random displacements of the density interface and the associated velocity potentials in two-layer fluid are solved to the second order, and the wave-wave interactions of the wave components and the interactions between the waves and currents are described. As expected, the extended solutions include those obtained by Song (2004) as one special case where the steady uniform currents of the two fluids are taken as zero, and the solutions reduce to those derived by Sharma and Dean (1979) for random surface waves if the density of the upper fluid and the current of the lower fluid are both taken as zero.