By Dan Gonzales
During this file dwe learn the significance fo Command, keep watch over, Commuincations, desktops, Intelligence, Surveillance and Reconnaissance sysrems for floor strength maneuver operations.
Read or Download Assessing the Value of Information Superiority for Ground Forces - Proof of Concept (Documented briefing Rand Corporation) PDF
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Extra resources for Assessing the Value of Information Superiority for Ground Forces - Proof of Concept (Documented briefing Rand Corporation)
In one, Red and Blue decision delays are both set equal to approximately 1 minute, and in the other Red decision delay is set to 30 minutes and Blue decision delay is set to approximately 1 minute. A few additional excursions were run as well and are described later in this section. 5 51 0 47 33 NDRI e icl eh V d e le Blu Kil 45 41 35 37 39 49 43 57 Re A few cases where Blue wins 103 99 95 91 87 53 Weak convergence to case where Blue loses all its tanks and Red loses ~ 75/105 vehicles s 41 Shown here are results for the case where both Red and Blue division commanders have a 30-minute decisionmaking delay.
For example, if Blue artillery and air support are used to attack rear positions of the opposing Red force, then the force strength of the Red force is decreased based on estimates of the effectiveness of these Blue weapon systems. Alternatively, if Blue artillery or air forces are used in close support to attack Red forces near the front, then the combat effects of the weapons are added to Blue’s total force strength. Reducing Red forces and increasing Blue forces have different effects on the force ratio.
On the other hand, if Blue has a short decision delay (the B00 case, which corresponds to approximately a 1-minute decision delay), then Blue has a much better chance of winning, especially if Red suffers from a substantial decision delay. It is interesting to note that Red has less dependence on decision delay than does Blue if Blue suffers from a decision delay of 15 minutes or more. In many such cases, Red has a greater chance of winning with a longer decision delay. In these cases it would appear that if Red simply sticks to its plan and does not try to outmaneuver Blue, it can take better advantage of its numerical force advantage.