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(1390) USING THE WHEATSTONE BRIDGE AS A TOOL FOR ACTIVE LEARNING

机译:(1390)使用惠斯通桥作为主动学习的工具

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The so called Wheatstone bridge is an electrical circuit used to measure an unknown electricalresistance by balancing two legs of a bridge circuit, one leg of which includes the unknowncomponent. Its operation is similar to the original potentiometer. It was invented by Samuel H. Christiein 1833 and improved and popularized by Sir Charles Wheatstone in 1843. One of the Wheatstonebridge's initial uses was for the purpose of soils analysis and comparison.If we add a voltage source in each of the four branches of the circuit (we will call this generalizedbridge as CWB-4G) and we use the well-known method of meshes for to draw interesting conclusionson how students in a first course in Science or Engineering can develop their mental processes tohave a meaningful learning, about concepts like voltages and currents in a circuit. The circuitpresented here is a generalization of the famous Wheatstone passive circuit. We can convert it inactive by adding four voltage generators, one in each branch, and that the underlying physics is muchmore dynamic and attractive. Also check by Cramer's method of solving systems of equations willallow us to discuss possible solutions to this circuit.
机译:所谓的惠斯通桥是一种电路,用于通过平衡桥接电路的两条腿,其中一条腿来测量未知电电器的电路,其中包括未知群。它的操作与原始电位器类似。它是由Samuel H. Christiein 1833发明的,并于1843年改进并推广并推广并推广。其中一个惠斯通布里奇的初始用途是为了土壤分析和比较。如果我们在四个分支中添加电压源电路(我们将称为CWB-4G的普通桥),我们使用众所周知的网格方法来吸引有趣的结论,学生在第一课程中的学生可以发展他们的心理过程,以便有意义地学习,关于概念电路中的电压和电流。这里的电路是着名的惠斯通无源电路的概括。我们可以通过在每个分支中添加四个电压发生器,并且底层物理来转换为非活动,并且底层物理是动态和有吸引力的。此外,通过Cramer求解方程式的方法,Wellows允许我们讨论该电路的可能解决方案。

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