2026년 8월 2주차 서울강서시장에서 거래된 시금치 일반 품목 특 등급 0.5kg 단위의 가격 흐름과 상세 시세 분석 정보입니다.
![엽경채류 > 시금치 > 시금치(일반)[특] (0.5kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxjzFj28NXfkK9awFDa1zPddqLfjcr8f9H_rF-aUzUBskzxCFfvksHAib5W7Tfnou_HMo4zJOVk3oXiLqSfzIQoHZRfJvnOV74HSrR0qKNU0xdbbJia1MGVLfbG-FSylBE6wJI2a_6DgufGSChM-of9uy0SRrwFg9-OC4IilazuskG6MvQo3V7vrggduw/s1600-rw/1008.png)
여름철 폭염과 고온 다습한 기후의 영향으로 서울강서시장의 시금치 일반 특 등급 가격이 가파른 상승세를 이어가고 있습니다. 지난 5월 대비 공급량이 급감하면서 최근 가격은 최고 4,000원 대를 돌파하는 등 매우 불안정한 흐름을 보이고 있습니다. 이번 분석을 통해 시금치 시장의 흐름을 정확히 파악하시고 합리적인 거래 타이밍을 잡으시기 바랍니다.
![엽경채류 > 시금치 > 시금치(일반)[특] (0.5kg) 추세 그래프](data:image/png;base64,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)
최근 3개월 동안 서울강서시장에 반입된 시금치 물량과 가격의 상관관계를 보여주는 추세 그래프입니다. 공급 물량이 감소함에 따라 시세가 수직 상승하는 전형적인 여름철 수급 불균형 패턴을 확인할 수 있습니다.
지난 5월 중순에는 일일 반입량이 1,500kg을 웃돌며 가격이 700원~900원대의 안정적인 저점을 형성했습니다. 그러나 6월로 접어들면서 기온 상승과 함께 반입 물량이 서서히 줄어들었고, 가격은 1,000원대 안팎으로 상승하기 시작했습니다.
본격적인 무더위가 시작된 7월에는 공급 불안정이 심화되었습니다. 7월 초순 1,000원대 중반이었던 시세는 7월 말에 이르러 반입 물량이 100~300kg 수준으로 급감하자 일시적으로 4,733원(7월 30일)까지 치솟았습니다. 8월 현재에도 일일 반입량이 100kg 미만으로 떨어지는 날이 많아지면서 2,000원~3,500원 사이의 높은 시세를 유지하고 있습니다.
통계적으로 보면, 이 기간 동안 하루 평균 가격 상승폭은 32.91원으로 꾸준한 우상향 흐름을 보였습니다. 그래프 신뢰도(R²)는 60.10%로 비교적 높은 편에 속해 계절에 따른 시세 상승 경향이 뚜렷함을 입증합니다. 다만 시세 변동 지수가 19.2%로 매우 높아, 날씨 변화에 따른 당일 반입량에 따라 가격 변동성이 매우 큽니다.
따라서 당분간 서울강서시장의 시금치 반입량은 계속 저조한 수준에 머물 가능성이 높으며, 이에 따라 평균 시세 역시 최소 2,000원대 중후반에서 3,000원대 초반의 강세를 유지할 것으로 보입니다. 만약 갑작스러운 집중호우나 태풍 등 기상 악화가 추가로 발생할 경우, 산지 피해로 인해 가격이 다시 한번 4,000원 선을 돌파할 가능성도 배제할 수 없습니다. 기온이 점차 하락하는 9월 초순 이후에야 산지 출하가 정상화되면서 점진적인 가격 안정세가 나타날 것으로 전망됩니다.
소매업자 및 식자재 바이어분들은 가격 변동성이 매우 크고 신선도 유지가 어려운 여름철 특성을 고려하여, 재고를 대량으로 확보하기보다는 당일 소비할 물량만 소량으로 나누어 매입하는 것을 추천합니다. 특히 시금치 가격이 지나치게 고공행진을 할 때는 대체재 성격의 다른 채소 비중을 일시적으로 늘리는 것도 원가 절감에 도움이 됩니다. 시장 반입량이 비교적 양호하게 기록되는 날의 오전 경매 시간대를 노리면 조금 더 유리한 가격에 낙찰받을 수 있습니다.
출하농가 및 유통업자분들은 현재의 고단가 시기가 수익을 극대화할 수 있는 기회입니다. 다만 고온으로 인해 운송 과정에서 상품이 부패하거나 짓눌리기 쉬우므로, 철저한 저온 콜드체인 유통을 통해 '특' 등급의 우수한 품질을 유지하는 것이 높은 경락가를 지속해서 받는 핵심 비결입니다.

![엽경채류 > 시금치 > 시금치(일반)[특] (0.5kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxjzFj28NXfkK9awFDa1zPddqLfjcr8f9H_rF-aUzUBskzxCFfvksHAib5W7Tfnou_HMo4zJOVk3oXiLqSfzIQoHZRfJvnOV74HSrR0qKNU0xdbbJia1MGVLfbG-FSylBE6wJI2a_6DgufGSChM-of9uy0SRrwFg9-OC4IilazuskG6MvQo3V7vrggduw/s1600-rw/1008.png)
엽경채류 > 시금치 > 시금치(일반)[특] (0.5kg)
여름철 폭염과 고온 다습한 기후의 영향으로 서울강서시장의 시금치 일반 특 등급 가격이 가파른 상승세를 이어가고 있습니다. 지난 5월 대비 공급량이 급감하면서 최근 가격은 최고 4,000원 대를 돌파하는 등 매우 불안정한 흐름을 보이고 있습니다. 이번 분석을 통해 시금치 시장의 흐름을 정확히 파악하시고 합리적인 거래 타이밍을 잡으시기 바랍니다.
1. 거래 데이터 현황
| 날짜 | 최저가(원) | 최고가(원) | 평균시세(원) | 평균물량(kg) | 비고 |
|---|---|---|---|---|---|
| 2025-08-11 | 2,998 | 4,104 | 3,636 | - | 1년전 |
| 2026-05-11 | 750 | 1,180 | 912 | 1,575 | |
| 2026-05-12 | 500 | 1,150 | 904 | 1,550 | |
| 2026-05-13 | 750 | 1,020 | 892 | 1,908 | |
| 2026-05-14 | 500 | 1,050 | 818 | 784 | |
| 2026-05-15 | 800 | 1,080 | 988 | 645 | |
| 2026-05-16 | 350 | 1,180 | 846 | 816 | |
| 2026-05-18 | 800 | 1,150 | 981 | 1,242 | |
| 2026-05-19 | 510 | 1,100 | 865 | 1,550 | |
| 2026-05-20 | 720 | 1,050 | 881 | 902 | |
| 2026-05-21 | 660 | 860 | 781 | 1,123 | |
| 2026-05-22 | 620 | 830 | 748 | 1,085 | |
| 2026-05-23 | 600 | 900 | 719 | 1,368 | 최저 |
| 2026-05-25 | 800 | 1,160 | 977 | 668 | |
| 2026-05-26 | 900 | 1,400 | 1,072 | 1,003 | |
| 2026-05-27 | 600 | 1,260 | 1,032 | 1,428 | |
| 2026-05-28 | 650 | 1,200 | 933 | 1,377 | |
| 2026-05-29 | 650 | 1,050 | 906 | 1,948 | |
| 2026-05-30 | 500 | 1,150 | 857 | 1,565 | |
| 2026-06-01 | 500 | 1,260 | 815 | 1,333 | |
| 2026-06-02 | 750 | 1,700 | 1,094 | 887 | |
| 2026-06-03 | 500 | 1,300 | 850 | 1,051 | |
| 2026-06-04 | 500 | 1,200 | 796 | 862 | |
| 2026-06-05 | 750 | 900 | 790 | 592 | |
| 2026-06-06 | 500 | 1,250 | 801 | 945 | |
| 2026-06-08 | 800 | 1,450 | 1,184 | 1,258 | |
| 2026-06-09 | 860 | 1,200 | 1,083 | 1,295 | |
| 2026-06-10 | 850 | 1,250 | 1,085 | 1,128 | |
| 2026-06-11 | 750 | 1,000 | 939 | 1,125 | |
| 2026-06-12 | 660 | 1,200 | 904 | 526 | |
| 2026-06-13 | 700 | 1,250 | 931 | 835 | |
| 2026-06-15 | 800 | 1,350 | 1,056 | 940 | |
| 2026-06-16 | 870 | 1,400 | 1,042 | 1,053 | |
| 2026-06-17 | 700 | 1,320 | 943 | 1,580 | |
| 2026-06-18 | 650 | 1,050 | 881 | 1,069 | |
| 2026-06-19 | 600 | 1,200 | 892 | 1,175 | |
| 2026-06-20 | 750 | 1,050 | 981 | 738 | |
| 2026-06-22 | 850 | 1,250 | 1,042 | 1,290 | |
| 2026-06-23 | 900 | 1,260 | 1,087 | 750 | |
| 2026-06-24 | 950 | 1,530 | 1,237 | 1,010 | |
| 2026-06-25 | 1,130 | 1,550 | 1,271 | 968 | |
| 2026-06-26 | 1,100 | 1,550 | 1,366 | 610 | |
| 2026-06-27 | 1,100 | 1,660 | 1,339 | 1,043 | |
| 2026-06-29 | 1,060 | 1,830 | 1,531 | 952 | |
| 2026-06-30 | 1,000 | 1,400 | 1,215 | 1,558 | |
| 2026-07-01 | 800 | 1,470 | 1,055 | 943 | |
| 2026-07-02 | 950 | 1,850 | 1,326 | 818 | |
| 2026-07-03 | 1,150 | 1,800 | 1,509 | 457 | |
| 2026-07-04 | 1,350 | 2,200 | 1,819 | 402 | |
| 2026-07-06 | 2,400 | 3,300 | 2,808 | 915 | |
| 2026-07-07 | 1,800 | 3,250 | 2,791 | 466 | |
| 2026-07-08 | 1,500 | 2,750 | 2,325 | 873 | |
| 2026-07-09 | 1,150 | 1,880 | 1,393 | 828 | |
| 2026-07-10 | 900 | 1,370 | 1,228 | 643 | |
| 2026-07-11 | 730 | 2,200 | 1,735 | 613 | |
| 2026-07-13 | 1,550 | 3,450 | 2,200 | 742 | |
| 2026-07-14 | 1,000 | 2,500 | 1,452 | 1,088 | |
| 2026-07-15 | 1,000 | 1,900 | 1,550 | 1,823 | |
| 2026-07-16 | 1,100 | 2,600 | 1,775 | 690 | |
| 2026-07-17 | 1,000 | 2,000 | 1,343 | 1,685 | |
| 2026-07-18 | 1,200 | 2,800 | 1,821 | 518 | |
| 2026-07-20 | 1,100 | 3,450 | 2,382 | 693 | |
| 2026-07-21 | 1,050 | 3,150 | 1,768 | 1,243 | |
| 2026-07-22 | 1,160 | 3,450 | 2,151 | 420 | |
| 2026-07-23 | 1,200 | 3,200 | 1,878 | 705 | |
| 2026-07-24 | 550 | 3,500 | 2,075 | 492 | |
| 2026-07-27 | 2,550 | 4,500 | 3,842 | 722 | |
| 2026-07-28 | 1,550 | 3,900 | 3,263 | 405 | |
| 2026-07-29 | 3,200 | 5,200 | 4,225 | 340 | |
| 2026-07-30 | 3,600 | 5,400 | 4,733 | 190 | 최고 |
| 2026-07-31 | 2,600 | 3,800 | 3,210 | 226 | |
| 2026-08-01 | 2,930 | 5,550 | 4,420 | 260 | |
| 2026-08-03 | 1,800 | 5,600 | 3,567 | 470 | |
| 2026-08-04 | 1,350 | 2,900 | 2,266 | 540 | |
| 2026-08-05 | 2,000 | 2,600 | 2,150 | 230 | |
| 2026-08-06 | 3,500 | 3,500 | 3,500 | 25 | |
| 2026-08-10 | 650 | 4,500 | 2,575 | 95 | |
| 2026-08-11 | 2,300 | 2,300 | 2,300 | 105 | 최근 |
엽경채류 > 시금치 > 시금치(일반)[특] (0.5kg) 상세 데이터
2. 추세 그래프 분석
엽경채류 > 시금치 > 시금치(일반)[특] (0.5kg) 추세 그래프
• 일 평균 상승폭: 32.91원
• 그래프 신뢰도(R²): 60.10% (77건)
• 시세 변동 지수: 19.2%
최근 3개월 동안 서울강서시장에 반입된 시금치 물량과 가격의 상관관계를 보여주는 추세 그래프입니다. 공급 물량이 감소함에 따라 시세가 수직 상승하는 전형적인 여름철 수급 불균형 패턴을 확인할 수 있습니다.
3. 가격 변동 추세 및 흐름 분석
최근 서울강서시장의 시금치(일반)[특] 0.5kg 시세는 계절적 요인에 의해 매우 극적인 변화를 겪고 있습니다.지난 5월 중순에는 일일 반입량이 1,500kg을 웃돌며 가격이 700원~900원대의 안정적인 저점을 형성했습니다. 그러나 6월로 접어들면서 기온 상승과 함께 반입 물량이 서서히 줄어들었고, 가격은 1,000원대 안팎으로 상승하기 시작했습니다.
본격적인 무더위가 시작된 7월에는 공급 불안정이 심화되었습니다. 7월 초순 1,000원대 중반이었던 시세는 7월 말에 이르러 반입 물량이 100~300kg 수준으로 급감하자 일시적으로 4,733원(7월 30일)까지 치솟았습니다. 8월 현재에도 일일 반입량이 100kg 미만으로 떨어지는 날이 많아지면서 2,000원~3,500원 사이의 높은 시세를 유지하고 있습니다.
통계적으로 보면, 이 기간 동안 하루 평균 가격 상승폭은 32.91원으로 꾸준한 우상향 흐름을 보였습니다. 그래프 신뢰도(R²)는 60.10%로 비교적 높은 편에 속해 계절에 따른 시세 상승 경향이 뚜렷함을 입증합니다. 다만 시세 변동 지수가 19.2%로 매우 높아, 날씨 변화에 따른 당일 반입량에 따라 가격 변동성이 매우 큽니다.
4. 향후 시장 동향 예측
시금치는 더위에 매우 취약한 엽채류이기 때문에, 고온다습한 날씨가 지속되는 8월 중순까지는 산지 수확량 회복이 어려울 것으로 예상됩니다.따라서 당분간 서울강서시장의 시금치 반입량은 계속 저조한 수준에 머물 가능성이 높으며, 이에 따라 평균 시세 역시 최소 2,000원대 중후반에서 3,000원대 초반의 강세를 유지할 것으로 보입니다. 만약 갑작스러운 집중호우나 태풍 등 기상 악화가 추가로 발생할 경우, 산지 피해로 인해 가격이 다시 한번 4,000원 선을 돌파할 가능성도 배제할 수 없습니다. 기온이 점차 하락하는 9월 초순 이후에야 산지 출하가 정상화되면서 점진적인 가격 안정세가 나타날 것으로 전망됩니다.
5. 매입 및 매출 시기 조절 팁
시장 참가자분들께서는 현재의 높은 시세 변동성(19.2%)에 대응하기 위한 영리한 전략이 필요합니다.소매업자 및 식자재 바이어분들은 가격 변동성이 매우 크고 신선도 유지가 어려운 여름철 특성을 고려하여, 재고를 대량으로 확보하기보다는 당일 소비할 물량만 소량으로 나누어 매입하는 것을 추천합니다. 특히 시금치 가격이 지나치게 고공행진을 할 때는 대체재 성격의 다른 채소 비중을 일시적으로 늘리는 것도 원가 절감에 도움이 됩니다. 시장 반입량이 비교적 양호하게 기록되는 날의 오전 경매 시간대를 노리면 조금 더 유리한 가격에 낙찰받을 수 있습니다.
출하농가 및 유통업자분들은 현재의 고단가 시기가 수익을 극대화할 수 있는 기회입니다. 다만 고온으로 인해 운송 과정에서 상품이 부패하거나 짓눌리기 쉬우므로, 철저한 저온 콜드체인 유통을 통해 '특' 등급의 우수한 품질을 유지하는 것이 높은 경락가를 지속해서 받는 핵심 비결입니다.

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