학습 목표: 공작물을 정확히 설치하고 중심 맞추기를 할 수 있다.
Ⅰ. 기초지식
1. 척의 종류: 척은 주축에 설치하고, 공작물을 고정하는 기구이다. 척의 종류로는 연동척
(Universal chuck), 단동척(Independent chuck), 마그네틱척(Magnetic chuck), 콜릿척(Collet
chuck), 벨척(Bell chuck), 공기척(Air chuck) 등이 있다.
가. 연동척(Universal chuck) : 연동척은 만능 척이라고도 하며 조(jaw)가 3개로 되어 있고 척 핸들을 돌리면 3개의 조가
동시에 같은 양의 거리를 방사상으로 이동이 된다. 연동척은 공작물의 단면이 원형, 육각 등의 규칙적인 외경을 가진 재료 가공에 편리하다. 단동척보다 고정력이 약한 단점이 있다.
나. 단동척(Independent chuck): 단동척은 4개의 조로 구성되어 있으며 불규칙한 단면의 공작물을 고정하거나, 중심을 편심
시켜 가공할 때 편리하다. 무거운 공작물이나 중절삭할 때 편리하다.
다. 마그네틱 척(Magnetic chuck): 척의 내부에 전자석을 설치한 것으로 전류를 통하면 강한 자력이 발생되어 공작물을 고정
시킨다. 얇은 공작물을 변형시키지 않고, 고정시킬 수 있으나 평면이 아니거나 대형 공
작물일 경우는 부적합하다. 가공 후 잔류자기를 제거하기 위해 탈자기를 사용한다.
라. 마그네틱 척(Magnetic chuck) : 척의 내부에 전자석을 설치한 것으로 전류를 통하면 강한 자력이 발생되어 공작물을 고정
시킨다. 얇은 공작물을 변형시키지 않고, 고정시킬 수 있으나 평면이 아니거나 대형 공
작물일 경우는 부적합하다. 가공 후 잔류자기를 제거하기 위해 탈자기를 사용한다.
마. 콜릿척(Collet chuck): 콜릿척은 가는 지름의 환봉 재료의 고정에 편리하고 탁상 선반, 터릿 선반 등에서 많이 사
용한다. 보통 선반에서는 스핀들 테이퍼 구멍에 슬리브(Sleeve)를 설치하여 여기에 척을
끼워 사용한다.
바. 유압척:
척의 조를 유압이나 압축 공기를 이용하는 척으로서 주로 CNC선반, 자동 선반, 터릿 선반, 모방 선반 등에 사용된다. 조에는 연질 조와 경질 조가 있다. 연질조는 조가 마모되거나 공작물의 형상에 따라 바이트로 가공하여 사용하기 때문에 가공
정밀도를 높일 수 있다.
사. 공기척(Air chuck)
공작물을 척에 붙이고 떼는 것을 신속하고 확실하게 하기 위해 압축공기나유압으로 조를 작
동시키는 척이다. 구조는 압축공기 또는 유압으로 피스톤을작동시키고, 이 운동으로 척
의 조를 조작시킨다.
2. 공작물 설치하기
가.공작물 고정 준비
1) 척을 헝겊으로 깨끗이 닦는다.
2) 주축대의 변속 기어 레버를 중립에 놓는다.
3) 공작물의 바깥지름을 측정하여 바깥지름 치수보다 조금 크고 척 판의 동심원에 맞게 4
개의 척조를 풀어 놓는다.
3. 공작물 고정
가. 왼손으로 척 핸들을 잡고 오른손으로 공작물을 잡아 척 속에 30㎜정도 끼워 그림과 같이 되게 한다.
나. 척 앞면의 동심원을 기준으로 삼아 공작물 지름을 보고 상부의 1번조를 죈다.
다. 오른손으로 공작물이 떨어지지 않게 받쳐 들고 척을 180˚회전시켜 같은 방법으로 3번
조를 가볍게 죄어 준다.
라. 1번, 3번과 같은 방법으로 2번과 4번 조를 죄어 준다. 이때 조와 공작물이 수평을 유지
하도록 공작물을 가볍게 흔들어서 자리를 잡도록 한다.
4. 공작물의 중심 맞추기
가. 공구대의 측면을 이용하여 공작물의 틈새가 일정하도록 척 핸들을 사용하여 중심을 맞
춘다.
나. 다이얼 게이지를 사용하여 공작물의 중심을 그림과 같이 정확히 맞춘다. 공작물의
중심 편위량은 다이얼 게이지 눈금판에 2배수가 나타나므로 주의하여야 한다.
다. 다이얼 게이지를 접근시켜 척을 돌려 보아 닿는 부위는 주추그이 중심선보다 올라온
것이므로 낮은 쪽 조를 풀고 높은 쪽 조는 죄어 중심을 맞춘다.
라. 그림 5와 같이 자를 이용하여 조의 길이를 대략 맞춘 후 1번 조와 3번 조에서 다이얼
게이지로 중심을 맞춘 후 2번과 4번조를 번갈아 조정하여 중심을 맞춘다.
마. 위와 같은 방법으로 조금씩 조를 풀거나 죄어서 중심을 맞춘 후 4개의 조를 고르게 완
전히 죄어 준다.
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)
5. 공작물 풀기
가. 백 기어 레버를 중립에 놓는다.
나. 한 개의 조를 조금만 푼다.
다. 척을 90°회전시켜 다음 조를 푼다.
라. 오른손으로 공작물을 잡고 왼손으로 조를 풀어 준 후에 그림과 같이 척에서 공
작물을 분리한다.
![](data:image/png;base64,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)
6. 공작물 중심 맞추기 반복 연습
크기가 다른 공작물로 여러 번 중심 맞추기를 반복하여 연습한다.
<형성평가> -- 정답을 댓글란에 적으시오
1. 척의종류 중 불규칙한 단면의 공작물을 고정하거나, 중심을 편심 시켜 가공할 때 편리한 척은 무슨 척인가?
= 수고하셨습니다. =
출석합니다
출석합니다 단동척
출석합니다
단동척
출석합니다
단동적
단동척