では、正しい噛み合わせとは何でしょうか?
せっかくなので、鏡を見てご自身の歯並びをチェックしてみて下さい
✔︎ 28本の歯の中で噛み合ってない歯がある
✔︎ 上の歯並びの内側に下の歯並びがない所がある
✔︎ 奥歯は1本の歯に対して反対側の2本の歯で噛めてない
✔︎ 歯軋りした時に奥歯が当たってる
※理想歴には3番目の犬歯が歯軋りしている
✔︎ 歯並びがガタガタしている所がある
✔︎ 前歯と奥歯では、前歯の当たりが強い
✔︎ 歯並びに隙間がある
当てはまる場合は、噛み合わせのリスクが高いです。
では、解説していきましょう。
・ 奥歯は1本の歯に対して反対側の2本の歯で噛めてない
・28本の歯の中で噛み合ってない歯がある
・歯並びがガタガタしている所がある
・歯並びに隙間がある
まず、人眼の噛む力はご自身の体重と同じぐらいの噛む力が有ると一般的に言われています。
それだけ大きな咬合力を28本全ての歯で均等に負担軽減してあげるないと、ダメージが蓄積され歯が割れたり・折れたりとトラブルを抱える原因となります。
なので、一箇所だけ早期接触がない(=ガタガタしている所が無く)隙間なく並んだ28本の歯が全て噛み合ってることが重要なのです。
・上の歯並びの内側に下の歯並びがない所がある
・歯軋りした時に奥歯が当たってる
・前歯と奥歯では、前歯の当たりが強い
歯の形が1つは関係しています。
奥歯は、3本の足の根っこで骨に植っています。3本足で立っている世の中にある物。
三輪車・三脚などなど 安定するために3本の足がついています。
なので奥歯は、噛み合わせの高さを安定的に維持するための歯です。
前歯は、1本の足で奥歯より長い根っこで立っています。
2つ目がアゴの形に関係します。
ここで思い出して貰いたいのが、”てこの原理”シーソーをする時に、端っこだと弱い力でシーソーできるのが”てこの原理”です。
あごに置き換えると、アゴの関節より距離のある前歯!!で根っこの一番長い3番目の犬歯で歯軋りさせるのが理想とせれています。
また、アゴの関節より距離も近く、3本足で立ってる奥歯で歯軋りさせると、過度な力がかかり、トラブルが起きやすいのです。
![Pasted Graphic 5.png](image/png;base64,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)
噛み合わせにも、色々な考え方があります。
理想咬合:理想的な完璧な咬合
個性咬合:個人の口腔内の現状に即した噛み合わせ
理想咬合を目指すのも一つだと思いますが、トラブルリスクを回避した個性咬合であり、そのリスクをご自身が理解し付き合えればよいのかな?
と思うこの頃です。
まずは、チェック項目に当てはまる場合は、歯科医院を受診して噛み合わせに関してご相談することをお勧めします。
©︎駒沢大学の歯医者 - 駒沢公園通り西垣歯科・矯正歯科
日付: 2022年3月4日 カテゴリ:BLOG and tagged 反対咬合, 叢生, 噛み合わせ, 開口