Purpose

This paper aims to present some “natural philosophy” that may be associated with multivibrator. The motivation is given by the exposition work (Mathis, 2019) of Wolfgang Mathis.

Design/methodology/approach

Considering the multivibrator’s states as a realization of Boolean Logic, the author discusses the logical basics in the scope of physical realization, and Brouwer’s concern regarding the “tertium non datur” principle.

Findings

A mechanical multivibrator with Coulomb friction is treated to enrich the standard set of the traditional examples. The associated energy analysis lies on the border of Newton’s and Lagrangian’s mechanics.

Research limitations/implications

It is the author’s own work. The author is limited by his modest abilities, given to him by the Great Lord.

Practical implications

Teaching and improving engineering understanding of the oscillatory systems.

Originality/value

Together with Mathis (2019), the present paper outlines the topic of multivibrator as a field having significant heuristic and pedagogical value.

中文翻译：

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论多谐振荡器的科学重要性

目的

本文旨在提出一些可能与多谐振荡器相关的“自然哲学”。动机来自 Wolfgang Mathis 的展览作品（Mathis，2019 年）。

设计/方法论/方法

将多谐振荡器的状态视为布尔逻辑的实现，作者讨论了物理实现范围内的逻辑基础，以及 Brouwer 对“tertium non datur”原理的关注。

发现

对具有库仑摩擦的机械多谐振荡器进行了处理，以丰富传统示例的标准集。相关的能量分析位于牛顿力学和拉格朗日力学的边界上。

研究限制/影响

这是作者自己的作品。作者受到大主赐予他的谦虚能力的限制。

实际影响

教授和提高对振荡系统的工程理解。

创意/价值

本论文与 Mathis (2019) 一起概述了多谐振荡器这一具有重要启发式和教学价值的领域的主题。