利用体积测量法和阿基米德原理测量果实的总体积和空腔体积

S. Hughes, Sebastian Quintero Olaya
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引用次数: 1

摘要

描述了一种基于阿基米德原理的技术,用于测量密度小于水的小物体(0.5–5 cm3)的体积。10个小红辣椒的体积是通过比重计和浸没阿基米德技术测量的,该技术包括将辣椒悬浮在放置在电子天平上的容器中的水中。使用氦气的比重瓶能够确定辣椒的内部固体体积,并将水浸入外部体积。这两个体积之间的差异给出了辣椒内部空气腔的体积。通过测量体积在0.3和2.5cm3之间的蜡烛的体积来比较比重瓶和浸没技术。Bland-Altman分析显示阿基米德体积比比重瓶体积低6.1±2.3%,这需要进一步研究。比重计和浸水相结合可能是植物学研究的有用工具。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Using pycnometry and Archimedes’ principle to measure the gross and air cavity volume of fruit
A technique based on Archimedes’ Principle is described for measuring the volume of small objects (0.5–5 cm3) less dense than water. The volume of 10 small red chillies was measured by pycnometry and an immersion Archimedes technique which involved suspending the chillies in water in a container placed on an electronic balance. A pycnometer, which uses helium gas is able to determine the internal solid volume of the chillies and water immersion the outer volume. The difference between the two volumes gives the volume of internal air cavities in the chillies. The pycnometer and immersion techniques were compared by measuring the volume of wax candles with volumes between 0.3 and 2.5 cm3. A Bland-Altman analysis revealed that the Archimedes volumes were lower than pycnometry volumes by 6.1±2.3% which needs further investigation. A combination of pycnometry and water immersion may be a useful tool for botanical studies.
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