War Thunder Bombing Chart Review

This efficiency is not just about points; it is about survival. In War Thunder , speed and altitude are life. A bomber weighed down by unnecessary ordnance climbs slower and turns more sluggishly. By using the chart to calculate the minimum viable load, a pilot can shed excess weight immediately after takeoff or choose a smaller, more aerodynamic bomb loadout. The chart thus transforms the bomber from a slow, predictable piñata into a lean, fast strategic asset.

Perhaps the most practical function of the bombing chart is optimizing the "payload-to-target" ratio. A novice pilot will simply load the heaviest bombs available, which often destroys a single base but wastes massive overkill. A pilot who consults the chart can adopt a "surgical" approach. For example, the chart might show that a specific Soviet base requires 3,000 kg of TNT equivalent. Two 1,500 kg bombs will do the job perfectly, leaving the remaining bomb bays free for a second base or for ground targets. war thunder bombing chart

A fascinating layer of the bombing chart is its reliance on TNT equivalent—a real-world metric used to compare the yield of different explosives (e.g., RDX, Composition B) to the baseline of pure TNT. War Thunder simulates this with surprising granularity. A US AN-M64 500 lb general-purpose bomb might contain 65% Amatol, yielding roughly 135 kg of TNT equivalent, while a German SC 500 kg bomb might yield a different value. This efficiency is not just about points; it

The chart reveals the game’s balancing decisions masquerading as physics. For instance, a pilot might notice that a British 4000 lb "Cookie" blast bomb (historically a weak-case demolition bomb) has a lower TNT equivalent than a specialized US penetration bomb of similar weight. By comparing rows on the chart, players learn the subtle "meta" of each nation's tech tree: Germany focuses on high-explosive filler for sniping bases, while Japan relies on smaller, lighter bombs dropped in precise ripples. The chart turns every bombing run into a cost-benefit analysis—do I carry fewer large bombs for a guaranteed kill, or more small bombs to spread the risk? By using the chart to calculate the minimum