1) slice orientation
切层
2) stratal slicing
地层切片
1.
Application limitation of stratal slicing technique——a case study on sand body identification in Bell Depression of Hailaer Basin.
地层切片技术应用的局限性——以海拉尔盆地贝尔凹陷砂体识别为例
2.
Seismic sedimentology is a new marginal intersection subject and its key methods are 90° phasing convertion,stratal slicing and frequency decomposion.
地震沉积学是一门新兴的边缘交叉学科,其关键技术主要是90°相位转换技术,地层切片技术和频谱分解技术。
3.
In order to depict the depositional system of Qinan sag of Huanghua depression more accurately,seismic sedimentological studies were carried out through using three key technologies including phase shift,frequency division and stratal slicing.
为了对黄骅坳陷歧南凹陷的沉积体系进行更为精确细致的刻画,利用相位调整、分频解释和地层切片等关键技术,对该区古近系和新近系进行了地震沉积学的研究。
3) interlaminar shear
层间剪切
1.
The curves showing the relationship between the strength of the ultrahigh molecular weight polyethylene fiber bundle treated by atmospheric argon plasma and the epoxy resin interlaminar shear strength were investigated by varying technical conditions of low temperature and atmospheric argon plasma.
改变低温常压氩等离子体处理条件,考察处理后超高分子量聚乙烯纤维束强度与环氧树脂层间剪切应力与各变化因子的关系曲线,通过比较性能的变化,研究氩等离子体处理条件对纤维界面性能的影响。
4) stratifying method
层切法
1.
The problem of die NC rough machining based on stratifying method is deeply studied.
深入探讨基于层切法的零件模具数控粗加工方法,阐述了该方法的基本步骤;分析了目前层面内刀具轨迹平行线生成算法的不足之处,提出了层面内刀具环形轨迹的自适应生成方法。
2.
Specific procedure and arithmetic flow of the new adaptive stratifying method were discussed.
分析了基于层切法的零件模具数控粗加工方法,提出了以层面间台阶最大差值为自适应参量的自适应模具数控粗加工方法;对约束条件进行了详细说明,阐述了自适应层切方法的具体步骤及算法流程图。
5) Delamination shearing
分层剪切
1.
Delamination shearing theory functionally gradient materials laminted beam under complex loads;
功能梯度材料悬臂梁受复杂载荷作用的分层剪切理论
6) cutting layer
切削层
1.
Due to the shortcomings of orthogonal and oblique cutting numerical simulation in which the tool edge was straight and the thickness of cutting layer was equal,a three-dimensional finite element tool model with helix primary cutting edge and a variable thickness cutting layer model were presented.
针对当前高速切削加工中模拟直角和斜角的有限元模型将变厚度切削层、螺旋形刀刃分别简化为等厚度切削层和直线形刀刃的不足,采用更接近实际的三维螺旋齿铣刀模型和变厚度切削层模型,对航空铝合金7050-T7451进行了高速铣削加工数值模拟,得到了铣削过程的切削力、切削温度及切屑形状。
补充资料：切层
切层
tangent sheaf
【补注】 !AI 1Har’tshorne，R.，川罗b正ic geo此try，Spnnger，1977· 陈志杰译切层[tangent奴af;“aTe“‘。。‘ny，o二]，代数几何学中的 域k上代数簇(a】gebr桃variety)或概形(sc』lel讹)X上的层。二，它在仿射开子空间U=Sp沈(A)上的截面是环A的北微分的A模氏r*(A，A).一个等价定义是:0二是从微分层。夕，*到结构层二、的同态层Hom(。夕/*，厂、)(见导子模(deri-vations，m以lule of)). 对于有理k点x6X，层Ox的茎Ox(x)等同于X在x的Zari由切空间(Zariski tan郎ntsP-ace)Tx，二，即k向量空间Hom*(叨二/叭二，k)，这里叭:是局部环岁x，二的极大理想.切层。、可看作是与层。女对偶的向量丛V(。夕，*)(概形X的切丛)的截面的芽层，当X是光滑连通k概形时，ox是X上局部自由层，其秩等于X的维数.
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条