In the (3,3) close combat model based on the Lanchester Square Law, this study proposes a plan to optimally allocate residual combat power after the battle to other battlefields. As soon as the two camps of three units can grasp each other's information and predict the battle pattern immediately after the battle began, the Time Zero Allocation of Force (TZAF) scenario was used to initially allocate combat power to readjust the combat model. It reflects travel time, which is a "field friction" in which physical distance exists from battlefields that support combat power to battlefields that are supported. By developing existing studies that try to examine the effect of travel time on the battlefield through the combat model, this study forms a (3,3) combat model, which is a large number of minimum units. In order to achieve the combat purpose, the principle of optimal combat force operation is presented by examining the aspect that support combat power is allocated to the two battlefields and the consequent battle results. Through this, various scenarios were set in consideration of the travel time and the situation of the units, and differentiated results were obtained. Although the most traditional, it can be used as the basic logic of the training or the commander's decision-making system using the actual war game model.

1. 서 론
2. 이론적 배경
    2.1 란체스터 전투모형
    2.2 기존연구 고찰
3. 연구 방법
    3.1 문제 정의 및 가정
    3.2 목적함수 설정
    3.3 전장별 전투력 규모 계산
    3.4 지원 전투력 최적 할당방안 결정
4. 연구 결과
    4.1 피지원 두 전장이 모두 우세한 경우
    4.2 피지원 전장 중 한 전장만 우세한 경우
    4.3 피지원 두 전장이 모두 열세한 경우
    4.4 연구결과
5. 결 론
References

• 황종현(한밭대학교 산업경영공학과) | Jong-Hyeon Hwang (Department of Industrial & Management Engineering, Hanbat National University)
• 이동형(한밭대학교 산업경영공학과) | Dong-Hyung Lee (Department of Industrial & Management Engineering, Hanbat National University) Corresponding author