2026년 7월 2주차 서울강서시장에서 거래된 양살구 특 등급 5kg 상품의 최근 시세 변화와 거래 흐름을 상세히 분석해 드립니다.
![과실류 > 살구 > 양살구[특] (5kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcZeIcx-pRfwB2vCnocBKjP7GkSiIslLSAQ3LqzIjEE7sR5vlR0eusOKNPCxK4Iyp5Ici2ShVei8Om4cerWMs3NmD_2HHCw9XuWuqT0i8jqyTDWBS6TEWleuVMjdQGe8Qj8jzVIzhhphLnCR8yamNQC1MGKERy05sL1AI7MMZOiTVsIJdmWkUOEHxeNuw/s1600-rw/0610.png)
여름철 대표 과일인 살구는 출하 시기가 비교적 짧아 시장 반입량에 따른 가격 변동이 매우 극심한 품목 중 하나입니다. 특히 상품성이 뛰어난 양살구 특 등급의 경우, 백화점이나 고급 마트 등의 고정 수요가 존재하기 때문에 매일의 반입량 조절과 시세 흐름을 파악하는 것이 유통 마진을 극대화하는 핵심 열쇠입니다. 최근 서울강서시장에서 거래된 양살구의 가격 흐름과 물량 데이터를 바탕으로 합리적인 매매 타이밍을 짚어보겠습니다.
![과실류 > 살구 > 양살구[특] (5kg) 추세 그래프](data:image/png;base64,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)
최근 약 40일간의 거래 데이터를 바탕으로 분석한 결과, 전체적인 가격 흐름은 하루 평균 약 147원 수준의 미미한 우하향 곡선을 그리고 있습니다. 하지만 그래프의 신뢰도를 나타내는 결정계수(R²)가 6.63%로 매우 낮게 나타나 장기적인 하락 추세로 보기에는 무리가 있습니다. 이는 가격이 일관되게 하락하기보다는 매일 공급되는 물량의 변화에 따라 가격이 요동치는 불규칙한 변동 장세가 이어졌음을 의미합니다.

![과실류 > 살구 > 양살구[특] (5kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcZeIcx-pRfwB2vCnocBKjP7GkSiIslLSAQ3LqzIjEE7sR5vlR0eusOKNPCxK4Iyp5Ici2ShVei8Om4cerWMs3NmD_2HHCw9XuWuqT0i8jqyTDWBS6TEWleuVMjdQGe8Qj8jzVIzhhphLnCR8yamNQC1MGKERy05sL1AI7MMZOiTVsIJdmWkUOEHxeNuw/s1600-rw/0610.png)
과실류 > 살구 > 양살구[특] (5kg)
여름철 대표 과일인 살구는 출하 시기가 비교적 짧아 시장 반입량에 따른 가격 변동이 매우 극심한 품목 중 하나입니다. 특히 상품성이 뛰어난 양살구 특 등급의 경우, 백화점이나 고급 마트 등의 고정 수요가 존재하기 때문에 매일의 반입량 조절과 시세 흐름을 파악하는 것이 유통 마진을 극대화하는 핵심 열쇠입니다. 최근 서울강서시장에서 거래된 양살구의 가격 흐름과 물량 데이터를 바탕으로 합리적인 매매 타이밍을 짚어보겠습니다.
1. 거래 데이터 현황
| 날짜 | 최저가(원) | 최고가(원) | 평균시세(원) | 평균물량(kg) | 비고 |
|---|---|---|---|---|---|
| 2025-07-13 | 17,258 | 23,645 | 20,620 | - | 1년전 |
| 2026-05-25 | 31,000 | 40,000 | 35,500 | 20 | |
| 2026-05-27 | 21,000 | 21,500 | 21,071 | 345 | |
| 2026-05-29 | 43,000 | 43,000 | 43,000 | 45 | 최고 |
| 2026-06-01 | 14,000 | 20,500 | 18,167 | 145 | |
| 2026-06-03 | 31,000 | 33,000 | 32,000 | 115 | |
| 2026-06-04 | 32,000 | 33,000 | 32,500 | 110 | |
| 2026-06-05 | 22,000 | 33,000 | 27,000 | 50 | |
| 2026-06-06 | 35,000 | 35,000 | 35,000 | 25 | |
| 2026-06-09 | 28,500 | 28,500 | 28,500 | 10 | |
| 2026-06-10 | 36,000 | 42,000 | 39,000 | 95 | |
| 2026-06-11 | 27,000 | 33,000 | 29,167 | 265 | |
| 2026-06-12 | 28,000 | 37,000 | 33,833 | 150 | |
| 2026-06-13 | 26,000 | 36,000 | 31,444 | 330 | |
| 2026-06-15 | 16,500 | 35,000 | 25,056 | 395 | |
| 2026-06-16 | 14,000 | 28,500 | 21,600 | 295 | |
| 2026-06-17 | 24,000 | 28,000 | 25,400 | 280 | |
| 2026-06-18 | 17,500 | 25,000 | 20,600 | 345 | |
| 2026-06-19 | 10,000 | 25,000 | 17,500 | 335 | |
| 2026-06-20 | 15,000 | 23,500 | 17,400 | 195 | |
| 2026-06-22 | 11,000 | 24,000 | 17,000 | 860 | |
| 2026-06-23 | 14,500 | 28,000 | 19,600 | 525 | |
| 2026-06-24 | 22,000 | 24,000 | 23,000 | 235 | |
| 2026-06-25 | 10,000 | 23,500 | 15,321 | 383 | 최저 |
| 2026-06-26 | 16,000 | 25,500 | 20,909 | 500 | |
| 2026-06-27 | 19,000 | 25,000 | 22,800 | 360 | |
| 2026-06-29 | 23,000 | 28,000 | 25,438 | 310 | |
| 2026-06-30 | 23,000 | 28,000 | 24,833 | 320 | |
| 2026-07-01 | 26,000 | 28,500 | 27,250 | 110 | |
| 2026-07-02 | 24,500 | 31,000 | 27,000 | 315 | |
| 2026-07-03 | 18,500 | 30,000 | 25,591 | 1,000 | |
| 2026-07-04 | 21,500 | 33,000 | 26,857 | 1,450 | |
| 2026-07-06 | 20,000 | 36,000 | 27,438 | 1,000 | |
| 2026-07-07 | 26,000 | 27,000 | 26,500 | 465 | |
| 2026-07-08 | 27,000 | 29,000 | 28,000 | 275 | |
| 2026-07-09 | 13,000 | 32,000 | 20,458 | 443 | |
| 2026-07-10 | 21,000 | 32,000 | 26,056 | 865 | |
| 2026-07-11 | 23,500 | 33,000 | 28,875 | 460 | |
| 2026-07-13 | 32,000 | 35,000 | 34,000 | 215 | 최근 |
과실류 > 살구 > 양살구[특] (5kg) 상세 데이터
2. 추세 그래프 분석
과실류 > 살구 > 양살구[특] (5kg) 추세 그래프
• 일 평균 상승폭: -146.98원
• 그래프 신뢰도(R²): 6.63% (38건)
• 시세 변동 지수: 16.0%
최근 약 40일간의 거래 데이터를 바탕으로 분석한 결과, 전체적인 가격 흐름은 하루 평균 약 147원 수준의 미미한 우하향 곡선을 그리고 있습니다. 하지만 그래프의 신뢰도를 나타내는 결정계수(R²)가 6.63%로 매우 낮게 나타나 장기적인 하락 추세로 보기에는 무리가 있습니다. 이는 가격이 일관되게 하락하기보다는 매일 공급되는 물량의 변화에 따라 가격이 요동치는 불규칙한 변동 장세가 이어졌음을 의미합니다.
3. 가격 변동 추세 및 흐름 분석
이번 분석 기간 동안 양살구 시장은 크게 세 가지 흐름으로 나뉘어 움직였습니다. 첫째, 출하 초기인 5월 말부터 6월 초까지는 일일 거래량이 100kg 미만으로 매우 적어 희소성으로 인해 최고 43,000원까지 시세가 치솟았습니다. 공급 부족이 높은 가격을 견인한 전형적인 초기 시장의 모습입니다. 둘째, 6월 중순에 접어들며 산지 출하량이 본격적으로 늘어났습니다. 일일 반입량이 300kg을 넘어서면서 공급 과잉으로 인해 시세는 17,000원 선까지 빠르게 조정을 받았습니다. 특히 6월 22일에는 860kg이라는 대량 물량이 유입되며 최저가인 17,000원을 기록했습니다. 셋째, 6월 말부터 7월 초에는 매우 독특한 흐름이 관찰되었습니다. 7월 3일과 4일에는 각각 1,000kg, 1,450kg이라는 기록적인 물량이 쏟아졌음에도 불구하고, 시세는 오히려 25,000원~26,000원 선으로 강력하게 반등했습니다. 이는 본격적인 여름 휴가철 및 제철 과일 수요가 집중되면서 시장의 소비 흡수력이 매우 강했음을 보여줍니다. 시세 변동 지수가 16.0%로 높게 나타난 만큼, 당일 반입량과 소비 수요의 미세한 균형에 따라 가격 변동성이 크게 나타났습니다.4. 향후 시장 동향 예측
7월 중순으로 접어들면서 양살구의 산지 수확 작업은 서서히 마무리 단계에 접어들고 있습니다. 실제로 7월 13일 기준 물량이 215kg으로 급감하면서 평균 시세는 다시 34,000원으로 급격히 반등했습니다. 앞으로 남은 시즌 동안 공급량은 지속적으로 감소할 것이며, 고품질 특 등급 상품의 희소가치는 더욱 높아질 전망입니다. 출하 막바지 수요가 여전히 견고하기 때문에, 완만한 공급 감소와 함께 당분간 시세는 30,000원 이상의 고가격을 유지할 가능성이 높습니다.5. 매입/매출 시기 조절 및 팁
구매자(중도매인 및 소매업자)분들께서는 현재 양살구의 제철 물량이 끝물에 다다랐음을 인지하셔야 합니다. 고품질의 특 등급 양살구를 확보하기 위해서는 가격이 다소 높더라도 오전 경매 초반에 적극적으로 입찰에 참여하여 물량을 선점하는 것이 유리합니다. 가성비를 고려하신다면 대체 과일로의 전환을 점진적으로 준비하시는 것도 좋은 방법입니다. 출하자(농가 및 산지 유통인)분들께서는 현재 시장 공급량이 줄어들며 가격이 재상승하는 우호적인 흐름을 적극 활용하셔야 합니다. 다만 여름철 고온 다습한 날씨로 인해 운송 과정에서 과실이 쉽게 무를 수 있으므로, 예냉 처리와 철저한 포장 관리를 통해 경매장에서 제값을 받을 수 있도록 상품성 유지에 만전을 기해 주시기 바랍니다.
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