修正冈特象限(第2节)在祷告时间计算中的准确性

M. S. Nahwandi, Ahmad Izzuddin
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引用次数: 0

摘要

冈特象限是埃德蒙·冈特修改时间象限的工作,但不能用来适应穆斯林在知道祈祷时间方面的需要。在以前的研究中,作者开发了改进的甘特象限(ver.1),可用于计算祈祷时间,并成功地改进了甘特象限的基本设计,使其可以用于赤道附近的纬度。然而,修正的Gunter象限(ver.1)产生的曲线看起来是破碎的,并且由于小时曲线间隔为15分钟,计算结果的准确性仍然需要提高。所使用的研究方法是发展研究,它成为改进的冈特象限(ver.1)的进一步发展,以消除小时和方位角曲线投影概念的不足,提高祈祷时间计算结果的准确性。本研究的结果是改进的Gunter象限(ver.2),该象限具有更好的曲线投影方法,并且以5分钟的小时曲线间隔提高了精度。精度测试结果表明,修正冈特象限(ver.2)可作为计算祈祷时间的经典仪器之一,其最大误差为0h 0m 53s。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Accuracy of Modified Gunter's Quadrant (Ver.2) in Prayer Time Calculation
Gunter's Quadrant is the work of Edmund Gunter in modifying the Horary Quadrant but cannot be used to accommodate the needs of Muslims in knowing prayer times. In previous research, the author has developed the Modified Gunter's Quadrant (ver.1) which can be used for calculating prayer times and has succeeded in improving the basic design of Gunter's Quadrant so that it can be made for latitudes near the equator. However, the Modified Gunter's Quadrant (ver.1) produces curves that look broken and the accuracy of the calculation results still needs to be improved because the hour curves interval is 15 minutes. The method of research used is Development Research which becomes a further development of the Modified Gunter's Quadrant (ver.1) to eliminate deficiencies in the projection concept of the hour and azimuth curves and to improve the accuracy of the calculation results of prayer times. The result of this research is the Modified Gunter's Quadrant (ver.2) which has a better curve projection method and improved accuracy with hour curve intervals of 5 minutes. The results of the accuracy test show that the Modified Gunter's Quadrant (ver.2) deserves to be used as one of the classical instruments for calculating prayer times with a maximum error of 0h 0m 53s.
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