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1)  parameter of morphologic
形态学参量
2)  morphological parameter
形态学参数
1.
To establish the morphological parameters of Cryptoporidium oocyts of the Shenyang Kunming (KM) mouse origin and the Changchun cattle origin, the Cryptoporidium oocyt images of the Shenyang KM mouse origin and the Changchun cattle origin were obtained by computer photographic system, and the length, width and perimeter of oosyts were determined by computer digital image processing system.
目的建立并分析沈阳KM小鼠源和长春牛源隐孢子虫卵囊的形态学参数,分析两种隐孢子虫卵囊的形态学差异。
3)  trabecula Bone
组织形态学参数
4)  Cellular morphological parameter
细胞形态学参数
5)  Morphometry [mɔ:'fɔmitri]
形态计量学
1.
Effect of Xenoestrogen on Gonad in Female Prepuberty Rats by Morphometry;
外源性雌激素对雌性青春期前大鼠性腺影响的形态计量学研究
2.
Changes of platelet ultrastructure and platelet morphometry in Budd-Chiari syndrome;
Budd-Chiari综合征患者血小板超微结构与形态计量学改变
3.
The thickness of basal lamina of the alveolar septa in diabetic rats was examined by transmission electron microscopy,image analysis,and morphometry methods.
方法采用自发的2型糖尿病OLETF大鼠模型,使用透射电镜观察摄片、图像分析仪分析及形态计量学方法研究肺泡隔内基板厚度。
6)  Morphological measurement
形态学测量
1.
Morphological measurements included the distances between the infraorbital canal and the infraorbital margin,the infraorbital canal and the midplane,the length of infraorbital canal,and the diameter of its intermediate segment.
结论多层螺旋CT扫描及多平面三维重组技术可多方位显示眶下神经管,并可进行形态学测量,熟悉其正常影像学表现对疾病诊断和术前评价具有意义。
2.
[Objectives]1 Morphological measurements of anterior branches of lumbosacral nerve 4, 5 and lumbosacral trunk, as well as adjacent relationship between nerves and sacroiliac joint, with the aim of providing anatomical evidences for lumbosacral plexus injury in clinic.
L_4、L_5神经前支和腰骶干(Lumbosacral Trunk, LST)与骶髂关节的毗邻关系形态学测量,为腰骶丛损伤的临床研究提供解剖学依据。
补充资料:热力学系统状态参量
热力学系统状态参量
thermodynamic system,state parameters of

   定量描述热力学系统性质的宏观物理量。简称状态参量。对处于平衡态的热力学系统,一般说来,其状态参量有以下4类。①几何参量。描述系统的大小、形状、体积等几何性质。②力学参量。描述系统的压强、应力、表面张力等力学性质 。③化学参量。描述系统各种化学组分的数量(质量,摩尔数)等化学性质。④电磁参量。描述系统在电、磁场作用下的性质,如电场强度,电极化强度,磁感应强度,磁化强度等。直接描述系统热性质的物理量是温度,温度是上述4类状态参量的函数,其间的函数关系就是系统的物态方程。
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