家电科技 ›› 2026, Vol. 0 ›› Issue (4): 60-64.doi: 10.19784/j.cnki.issn1672-0172.2026.04.009

• 论文 • 上一篇    下一篇

家用电器门体悬停系统建模和试验研究

蒋圣伟1, 何小燕1, 杨均1,2, 魏俊1,2, 姚青1,2   

  1. 1.宁波方太厨具有限公司 浙江宁波 315336;
    2.健康智慧厨房浙江省工程研究中心 浙江宁波 315336
  • 出版日期:2026-08-01 发布日期:2026-09-30
  • 通讯作者: 杨均,E-mail:yangjun@fotile.com。
  • 作者简介:蒋圣伟,硕士学位。研究方向:蒸烤微和集成灶等厨房电器。地址:浙江省宁波市慈溪市前湾新区滨海二路218号方太集团。E-mail:jiangsw@fotile.com。

Modeling and experimental study of hinge suspension system for household appliance doors

Jiang Shengwei1, He Xiaoyan1, Yang Jun1,2, Wei Jun1,2, Yao Qing1,2   

  1. 1. Ningbo Fotile Kitchen Ware Company Ningbo 315336;
    2. Healthy & Intelligent Kitchen Engineering Research Center of Zhejiang Province Ningbo 315336
  • Online:2026-08-01 Published:2026-09-30

摘要: 为了解决在批量生产阶段由于门体重量波动较大、铰链拉簧力偏小时门体不悬停的问题,对一种家用电器的门体悬停系统进行了数学建模和试验研究。首先,运用机构运动学分析了拉簧形变量与门体打开角度的关系,而后通过力学分析,给出了拉簧力的计算公式,并考虑了摩擦力和拉簧衰减对拉簧力的影响。利用CREO软件计算门体质量和重心,提出了一种摩擦力的测试和计算方法,最后通过试验研究了拉簧力的衰减规律。研究结果表明:拉簧力由铰链滑动销铆接的摩擦力决定,且门重和重心对拉簧力有一定影响;铰链静置时间越长,拉簧力不断下降,下降梯度逐渐减小,铰链放置39天时,拉簧力衰减趋于稳定,且舌条闭合时的平均衰减值比打开时低3 N。模型对三种不同门重、重心的门体进行计算,计算结果与实际值相符合。

关键词: 家用电器, 悬停系统, 数学建模, 试验研究, 摩擦力

Abstract: To address the issue of door non-hovering during mass production caused by significant fluctuations in door weight and insufficient hinge spring force, a mathematical modeling and experimental study were conducted on the hinge suspension system of a household appliance door. First, the relationship between spring deformation and door opening angle was analyzed using mechanism kinematics. Then, through mechanical analysis, a formula for calculating the spring force was derived, with consideration given to the effects of friction and spring force degradation. The door mass and center of gravity were calculated using CREO software, and a method for measuring and calculating the friction force was proposed. Finally, experimental studies were carried out to investigate the degradation pattern of the spring force over time. The results indicate that the spring force is governed by the friction at the hinge sliding pin rivet, and that door weight and center of gravity have a certain influence on the spring force. The longer the hinge remains stationary, the more the spring force gradually decreases, with the rate of decrease diminishing over time. After 39 days of storage, the spring force degradation tends to stabilize, and the average degradation value when the hinge arm is closed is 3 N lower than that when it is open. The model was applied to three door configurations with different weights and centers of gravity, and the calculated results were found to be in good agreement with the actual measured values.

Key words: Household appliance, Hinge suspension system, Mathematical modeling, Experimental study, Spring force

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