모니터 암 고르는 법: 책상 공간과 시야 각도가 먼저다

이 포스팅은 쿠팡 파트너스 활동의 일환으로, 이에 따른 일정액의 수수료를 제공받습니다. 모니터를 책상 위에 그대로 두면 공간이 좁아지고, 높이가 안 맞아 목이 앞으로 나가는 자세가 됩니다. 모니터 스탠드를 치우고 모니터 암으로 바꾸면 책상 중앙이 ...

이 포스팅은 쿠팡 파트너스 활동의 일환으로, 이에 따른 일정액의 수수료를 제공받습니다.

모니터 암 선택 한눈에

모니터를 책상 위에 그대로 두면 공간이 좁아지고, 높이가 안 맞아 목이 앞으로 나가는 자세가 됩니다. 모니터 스탠드를 치우고 모니터 암으로 바꾸면 책상 중앙이 비워지고, 모니터를 앞뒤·좌우·높이로 자유롭게 움직일 수 있어 시야 각도를 자신에게 맞출 수 있습니다. 듀얼 모니터를 쓰는 경우에는 두 화면 간격과 각도를 조절할 수 있어 목 움직임이 줄어듭니다.

다만 모니터 암을 처음 사면 스펙이 생소합니다. VESA 규격, 가스스프링, C클램프, 그로밋 같은 용어가 나오고, "내 책상·모니터에 맞는지" 확신이 안 서서 보급형부터 사거나, 듀얼암을 무작정 사서 움직임이 뻑뻑해 후회하는 일이 생깁니다. 이 글은 기술 나열 대신, "내 환경에서 당장 쓸 암"을 고르는 최소 기준만 정리합니다.

내 모니터가 암에 호환되는지: VESA 구멍만 확인

모니터 뒷면에 정사각형 나사 구멍 4개가 있으면 VESA 호환입니다. 간격이 75mm×75mm 또는 100mm×100mm면 대부분의 암에 바로 끼웁니다. 더 큰 모니터(27인치 이상)는 200mm×200mm일 수도 있지만, 대부분의 일반 암이 100mm까지만 지원하므로, 구매 전에 내 모니터 스펙 또는 뒷면 실측을 확인해야 합니다.

VESA 구멍이 없거나, 커버에 가려진 모니터도 있습니다. 그럴 땐 제품 사양서에 "VESA mount"가 없다고 나옵니다. 이런 모니터는 암을 못 달거나, 별도 어댑터가 필요할 수 있습니다.

무게: 암 최대 하중 > 모니터 무게

모니터 무게는 보통 3~6kg(24~27인치 기준)입니다. 암 제품 설명에 "최대 하중 9kg" 같은 표기가 나오는데, 이 값보다 모니터가 가벼워야 합니다. 여유가 없으면 시간이 지나면서 암이 서서히 아래로 처지거나, 각도를 고정할 수 없게 됩니다.

듀얼암을 살 때는 각 암이 지탱하는 무게를 따로 계산해야 합니다. "듀얼암 총 하중 20kg"이라고 해도, 한쪽 암에 10kg짜리 모니터를 달 수 있다는 뜻이 아닙니다. 각 암의 개별 하중을 확인하거나, 싱글암 2개를 따로 다는 방식이 더 안전할 때가 많습니다.

움직임 방식: 가스스프링이 편하다

모니터 암은 크게 가스스프링식기계식(노브 조임)으로 나뉩니다.

가스스프링은 손으로 모니터를 잡고 밀거나 당기면 부드럽게 위치가 바뀝니다. 높이·각도 조절이 직관적이라 자주 움직이는 사람에게 편합니다. 다만 가스 압력을 모니터 무게에 맞춰 처음 세팅해야 하고, 시간이 지나면 가스가 조금씩 빠져 다시 조정이 필요합니다.

기계식은 관절마다 나사(노브)가 있어, 각도를 바꿀 때마다 나사를 풀었다 조여야 합니다. 한 번 고정하면 오래 유지되지만, 매번 자세를 바꾸는 사람에게는 번거롭습니다. 가격은 기계식이 조금 더 저렴한 편입니다.

대부분의 경우 가스스프링이 실사용 편의성이 높습니다. 높이를 자주 조절하거나, 화면을 가까이·멀리 움직이는 패턴이 있다면 가스스프링 쪽이 스트레스가 적습니다.

책상 고정 방식: C클램프가 기본, 그로밋은 구멍 필요

모니터 암을 책상에 고정하는 방법은 두 가지입니다.

C클램프(클램프형): 책상 모서리를 집게처럼 조여서 고정합니다. 책상에 구멍을 뚫지 않아도 되고, 위치 이동이 쉬워 대부분 이 방식을 씁니다. 단, 책상 두께가 클램프 범위 안에 들어와야 합니다. 일반 책상은 2~8cm 정도이고, 클램프 제품 대부분이 이 범위를 지원하지만, 두꺼운 원목 책상(10cm+)이거나 책상 모서리에 서랍·케이블 트레이가 있으면 클램프를 못 끼울 수 있습니다.

그로밋(구멍형): 책상 상판에 구멍을 뚫고 볼트로 암을 고정합니다. 더 안정적이지만, 책상에 영구적인 구멍이 남습니다. 일부 책상은 케이블 홀(선정리 구멍)이 이미 있어 그걸 활용할 수도 있습니다.

대부분의 암 제품은 C클램프와 그로밋을 모두 지원하지만, 저렴한 제품은 한쪽만 들어 있을 수 있으니 구매 전 확인이 필요합니다.

듀얼 모니터: 싱글암 2개 vs 듀얼암 1개

듀얼 모니터를 쓴다면 선택지가 두 가지입니다.

싱글암 2개: 각 모니터가 독립적으로 움직이고, 높이·각도·거리를 완전히 따로 조절할 수 있습니다. 책상 공간은 조금 더 차지하지만, 모니터 크기가 다르거나(24인치+27인치), 한쪽은 가로·한쪽은 세로로 회전해야 하는 경우 싱글 2개가 자유도가 높습니다.

듀얼암 1개: 하나의 기둥에서 두 암이 나와 모니터 2개를 지탱합니다. 책상 고정부가 하나라 공간은 절약되지만, 두 암이 같은 기둥에 연결되어 있어 움직임이 서로 간섭할 수 있습니다. 특히 듀얼암 중에서 기계식(노브 조임)은 각도 조절이 불편하고, 무게 균형을 맞추기 어려워 "한쪽은 처지고 한쪽은 뻑뻑하다"는 후기가 많습니다.

듀얼을 처음 고른다면 싱글암 2개를 추천합니다. 가격 차이가 크지 않고, 각 모니터를 독립적으로 움직일 수 있어 실제 쓰기 편합니다. 듀얼암은 "한 번 세팅하고 거의 안 움직인다" 사람에게만 공간 절약 의미가 있습니다.

조립 난이도: 육각렌치 하나면 끝

대부분의 모니터 암은 공구가 동봉되어 있고, 육각렌치 하나로 조립이 끝납니다. 책상 고정 → 암 연결 → 모니터 VESA 나사 체결 순서이며, 설명서를 보면 15~30분 안에 끝납니다.

처음 세팅할 때 가스스프링 장력 조절을 해야 합니다. 모니터를 달고 나서 화면이 위로 올라가거나 아래로 처지면, 암 관절 옆에 있는 육각 구멍을 돌려 장력을 조절합니다. 한 번만 맞추면 이후엔 건드릴 일이 거의 없습니다.

예산별 선택

아래는 예산대별 참고 후보입니다. 가격·재고는 변동될 수 있습니다.

구간 대략 예산 이런 사람에게 챙길 것 건너뛰어도 되는 것
보급 ~3만 원 일단 암 써보고 싶음 VESA 100, C클램프 가스스프링(기계식 가능)
중급 3~5만 원 하루 중 높이 조절 여러 번 가스스프링, 3~9kg 하중 USB 포트 같은 부가 기능
듀얼 싱글×2 6~10만 원 듀얼 모니터 독립 조절 싱글암 2개, 가스스프링 각각 듀얼암 일체형
듀얼암 1개 5~8만 원 한 번 세팅 후 고정 무게 균형, 클램프 안정성 움직임 자유도

중급 싱글암 하나가 대부분 사람에게 가장 무난합니다. 보급형은 높이 조절이 뻑뻑하거나, 시간 지나면 처지는 경우가 있어 조금 더 투자하는 편이 재구매를 줄입니다. 듀얼은 모니터를 자주 각도 바꾸는 사람이라면 싱글 2개, 고정 배치 선호면 듀얼암 1개를 고릅니다.

노스바유 NB F80 싱글 모니터암

헤미션 ARM-001 고중량 싱글

엔산마운트 듀얼 파이프형 LDT-C25P

카멜마운트 슬림 듀얼 MSD1HB

이런 상황이면 이렇게

노트북+외장 모니터 1개: 노트북은 거치대로 올리고, 외장 모니터 1개만 암에 답니다. 싱글암 하나면 충분합니다.

27인치 듀얼: 각 모니터가 5~6kg 나가므로, 암 하중이 7kg 이상인지 확인합니다. 싱글 2개가 무게 분산에 유리합니다.

책상 뒤에 벽이 바로 붙어 있음: 암이 뒤로 빠질 공간이 없으면, 암 길이(리치)가 짧은 모델을 고르거나, 모니터를 책상 앞쪽으로만 내밀어 쓰는 배치가 필요합니다. 암 제품마다 최대 리치(30~50cm)가 다르니, 책상 깊이와 비교해 봅니다.

책상 모서리에 서랍·선정리함이 붙어 있음: 클램프를 끼울 공간이 없으면 그로밋(구멍) 방식으로 바꾸거나, 책상 다른 모서리에 고정해야 합니다.

FAQ

Q. VESA 100 모니터에 75mm 암을 쓸 수 있나요?
일부 암은 75mm·100mm 겸용 브래킷이 들어 있지만, 75mm 전용이면 100mm 모니터를 못 답니다. 제품 상세에 "75/100 겸용"인지 확인하세요.

Q. 초광각 모니터(34인치+)도 일반 암에 달 수 있나요?
VESA는 맞아도 무게가 7~10kg 넘는 경우가 많습니다. 암 최대 하중이 10kg 이상인 제품을 고르고, 가스스프링 장력 조절 범위가 넓은 모델이 안정적입니다.

Q. 가스스프링 장력 조절이 어렵나요?
모니터를 단 상태에서 육각렌치로 관절 옆 구멍을 시계/반시계 방향으로 몇 바퀴 돌리면 됩니다. 처음 5분 정도 시행착오가 있지만, 한 번 맞추면 몇 달간 건드릴 일이 없습니다.

Q. C클램프가 책상을 긁거나 자국 남지 않나요?
클램프 안쪽에 고무 패드가 있으면 자국이 덜합니다. 두꺼운 책상이나 무른 재질이면 자국이 남을 수 있으니, 클램프 면적이 넓은 제품을 고르거나, 책상 모서리에 천·펠트를 대고 조이는 방법도 있습니다.

한 줄로 정리하면

모니터 암은 VESA 호환·모니터 무게보다 높은 하중·가스스프링·C클램프 호환만 체크하면 후회가 적습니다. 듀얼은 싱글암 2개가 각도 자유도가 높고, 중급 싱글암 하나가 대부분 사람에게 가장 무난한 시작점입니다. 책상 두께와 모니터 무게를 실측한 뒤, 쿠팡에서 후기·가격·배송을 같은 날 비교해 보시면 됩니다.


스펙·지원 무게·호환성은 제품과 펌웨어에 따라 달라질 수 있습니다.

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1NEWS: 모니터 암 고르는 법: 책상 공간과 시야 각도가 먼저다
모니터 암 고르는 법: 책상 공간과 시야 각도가 먼저다
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