遥测海底沉积层速度结构的一种新方法——射线参数法

本文提出的“射线参数法”,可由多道地震记录谱直接估算层速度或层速度线性梯度值。与现今广泛使用的基于DIX公式的叠加速度谱和近几年发展的τ-p图谱相比较,该法可用于广角反射和(或)折射资料,而且信噪比很高。射线参数法系依据Bullen的时距曲线参数方程,通过对射线参数p的微商式作迭代,实现了用计算机作自动反演,并用此法对大西洋中脊侧翼IPOD 396钻孔附近一沉积池的反射资料进行了估算,得出了沉积层速度线性梯度值为1.9s~(-1),相应基底反射的相似度值高达0.38。     

海洋底质图

根据第一个五年国民经济发展计划所拟定的关于扩大巴伦支海工业渔捞场的计划,在三十年代初期给苏维埃海洋地质学提供了编制底质图的任务。同时,为了支援我国的工业及保证航海的需要,也提出了控制苏联富饶的海洋资源的任务。 还在上古时代、在航海的早期,就萌发了对海底成分和特性的兴趣。我国在十八世纪、开始编制标有底质特性的原始航行图。以后,在所有国家的航行图上,通常注明底质的名称和它的颜色、或者其它特点的标记;这种底质标记的方法,目前还在采用,但它的缺     

南极沿海伯尔顿盐湖双刺镰状水蚤盐度耐性的季节变化

双刺镰状水蚤Drepanopus bispinosus为南极沿海伯尔顿盐湖(Burton lake)中的越冬种类之一,其雌性性成熟大约于每年的初冬季节,在随后8个多月的生活史中,经历了一个盐度从33(5月份)到39(11月份)的环境变化.本文报道了该水蚤雌性成体对环境盐度适应的季节差异,动物在冬季的耐低盐能力较夏季强,从冬季到夏季,动物对盐度的适应范围明显地向高盐度方向偏移,这与环境盐度对动物的驯化有关.在低盐水中,动物的呼吸率增高,且夏季大于冬季,因而进一步证实了环境盐度的变化对动物盐度适应性的影响.     

Oxidative stress in ecotoxicology: from the analysis of individual antioxidants to a more integrated approach

An integrate approach will be discussed for investigations on oxidative stress in xenobiotic toxicity. While the analysis of individual antioxidants is useful for their sensitivity and to understand the mode of action of a stressor, the integration with the analysis of the total antioxidant capacity provides a more holistic assessment of the overall biological significance of such variations. TOSC has a greater predictive value on the health condition of the organisms and allows to discriminate the different role of specific ROS in oxidative stress syndrome.     

Theoretical wind wave frequency spectra in deep water——Ⅰ. Form of spectrum

In this part ot the paper theoretical wind-wave spectra nave been derived oy (I) expressing the spectrum in series composed of exponential terms; (2) assuming that the spectrum satisfies a high order linear ordinary differential equation; (3) introducing proper parameters in the spectrum; and (4) making use of some known charateristics of wind-wave spectrum, for instance, the law governing the equilibrium range. The spectrum obtained contains the zero order moment of the spectrum m0, the peak frequency ω0 and the ratio R =ω/ω0 (ω being the mean zero-crossing frequency) as parameters. The shape of the nondimensional spectrum S(ω) = ω0S(ω)/m0(ω=ω/ω0) changes with R and theoretically reduces to a Dirac delta function δ(ω-1) when R = 1. A spectrum of simplified form is given for practical uses, in which R is replaced by a peakness factor P=S(1).