2026년 8월 5주차 서울가락시장 찰옥수수 특등급 8kg 시세 분석
![잡곡류 > 옥수수 > 찰옥수수[특] (8kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXRL-xp8WkpAaKQqtd9LWEAkbW3t3uzMqCvT6mTb4IxbX9W6R3HFqFAIWRMIGmNLfR4uaQ_S1L_chNd-rPjJb6YViSNhrI0UV02vEpYCRIrTuZeUdMCbutQv4WTjIwhqJkUW1czi3er1jzr1Bm0CYepI4_ffPCO47IbOOFddNtFldoU1mYlMqkIY4EWQY/s1600-rw/0401.png)
여름철 대표 간식인 찰옥수수의 가락시장 경락 가격이 출하량 변동에 따라 급격한 변동성을 기록하고 있습니다. 7월 중순 공급 과잉으로 인한 바닥세 이후 8월 말에 접어들며 공급 부족으로 인한 가격 반등세가 뚜렷하게 나타나고 있어 향후 거래 타이밍 조절이 필수적입니다.
![잡곡류 > 옥수수 > 찰옥수수[특] (8kg) 추세 그래프](data:image/png;base64,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)
최근 약 두 달간의 가격 흐름은 전형적인 역U자형 공급 곡선에 대응하는 U자형 시세 흐름을 보이고 있습니다. 공급량이 정점에 달했던 7월 중하순에 바닥을 다진 후, 공급이 급감하는 8월 말로 갈수록 가격이 가파르게 우상향하는 모습을 나타냅니다.

![잡곡류 > 옥수수 > 찰옥수수[특] (8kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXRL-xp8WkpAaKQqtd9LWEAkbW3t3uzMqCvT6mTb4IxbX9W6R3HFqFAIWRMIGmNLfR4uaQ_S1L_chNd-rPjJb6YViSNhrI0UV02vEpYCRIrTuZeUdMCbutQv4WTjIwhqJkUW1czi3er1jzr1Bm0CYepI4_ffPCO47IbOOFddNtFldoU1mYlMqkIY4EWQY/s1600-rw/0401.png)
잡곡류 > 옥수수 > 찰옥수수[특] (8kg)
여름철 대표 간식인 찰옥수수의 가락시장 경락 가격이 출하량 변동에 따라 급격한 변동성을 기록하고 있습니다. 7월 중순 공급 과잉으로 인한 바닥세 이후 8월 말에 접어들며 공급 부족으로 인한 가격 반등세가 뚜렷하게 나타나고 있어 향후 거래 타이밍 조절이 필수적입니다.
1. 거래 데이터 현황
| 날짜 | 최저가(원) | 최고가(원) | 평균시세(원) | 평균물량(kg) | 비고 |
|---|---|---|---|---|---|
| 2025-08-31 | 18,333 | 20,100 | 19,161 | - | 1년전 |
| 2026-07-07 | 23,800 | 24,300 | 24,050 | 520 | |
| 2026-07-17 | 7,500 | 9,300 | 8,474 | 5,525 | |
| 2026-07-24 | 5,000 | 9,000 | 6,976 | 4,091 | |
| 2026-07-31 | 7,000 | 16,000 | 8,890 | 1,813 | |
| 2026-08-05 | 3,100 | 10,000 | 6,161 | 520 | 최저 |
| 2026-08-07 | 8,500 | 14,700 | 11,675 | 860 | |
| 2026-08-14 | 14,000 | 19,500 | 16,750 | 216 | |
| 2026-08-21 | 6,000 | 23,500 | 14,750 | 972 | |
| 2026-08-28 | 24,000 | 26,500 | 25,250 | 64 | 최고 |
| 2026-08-31 | 17,600 | 17,600 | 17,600 | 24 | 최근 |
잡곡류 > 옥수수 > 찰옥수수[특] (8kg) 상세 데이터
2. 추세 그래프 분석
잡곡류 > 옥수수 > 찰옥수수[특] (8kg) 추세 그래프
• 일 평균 상승폭: 205.07원
• 그래프 신뢰도(R²): 27.98% (42건)
• 시세 변동 지수: 18.4%
최근 약 두 달간의 가격 흐름은 전형적인 역U자형 공급 곡선에 대응하는 U자형 시세 흐름을 보이고 있습니다. 공급량이 정점에 달했던 7월 중하순에 바닥을 다진 후, 공급이 급감하는 8월 말로 갈수록 가격이 가파르게 우상향하는 모습을 나타냅니다.
3. 가격 변동 추세 및 흐름 분석
7월 초 8kg 상자당 24,000원 선에서 거래되던 찰옥수수 특등급 시세는 전국의 본격적인 수확기가 시작되면서 급격한 하락세를 보였습니다. 특히 하루 반입량이 5톤을 상회했던 7월 중순부터 하순 사이에는 공급 과잉으로 인해 시세가 6,000원~8,000원대까지 떨어지며 최저점을 기록했습니다. 그러나 8월에 접어들며 고온 다습한 기후의 영향과 산지 수확 마무리 단계가 맞물려 시장 반입량이 1톤 미만, 최저 수십 킬로그램 수준으로 급감했습니다. 이에 따라 희소성이 높아진 특등급 찰옥수수 시세는 다시 급등하기 시작하여 8월 말에는 최고 25,250원까지 회복되었습니다. 일 평균 가격 상승폭은 205.07원으로 전반적인 우상향 흐름을 유지하고 있으나, 하루 단위로 시세 변동 지수가 18.4%에 달할 만큼 당일 반입량에 따른 가격 널뛰기가 심한 상태입니다.4. 향후 시장 동향 예측
찰옥수수는 계절적 요인에 극도로 민감한 품목으로, 8월 말 이후부터는 노지 재배 물량의 출하가 사실상 종료 단계에 접어듭니다. 따라서 가락시장에 반입되는 전체 물량은 앞으로도 지속적인 감소세를 보일 것이며, 이로 인해 전체적인 시장 단가는 강보합세를 유지할 가능성이 매우 높습니다. 특히 기온 변화와 산지 여건에 따라 고품질 특등급 물량의 확보가 더욱 어려워질 것으로 보여, 일시적인 수급 불균형에 의한 단기 가격 폭등 현상이 간헐적으로 발생할 수 있습니다. 추석 명절 전후의 수요 집중 시기까지는 높은 가격대가 견고하게 유지될 것으로 전망됩니다.5. 매입/매출 시기 조절 및 팁
구매자(유통업터 및 상인) 관점에서는 현재 가격이 연중 최고점 부근에 형성되어 있으므로 대량 매입은 피하는 것이 좋습니다. 상대적으로 물량이 다소 많이 반입되어 가격이 일시적으로 조정받는 요일을 모니터링하여 필요한 수량만큼만 분할 매입하는 전략이 유효합니다. 판매자(농가 및 출하자) 관점에서는 현재 시장 내 공급량이 부족하여 높은 수취가격을 기대할 수 있는 최적의 시기입니다. 선별 과정을 더욱 철저히 하여 특등급 상품성을 유지한 채 출하한다면 고단가를 안정적으로 확보할 수 있습니다. 경매 물량이 극단적으로 적은 날을 공략하여 출하 타이밍을 조절한다면 수익을 한층 더 극대화할 수 있을 것입니다.
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