| Artillery values 
					I would like to open a discussion on the values of artillery in the game.
 I observe, for example, that the American Long Tom 155 gun has a soft value of 18, and the American 155 mm howitzer also has the same value of 18. Both guns fired a projectile weighing about 45 kg.
 
 I read this article by a military doctor about artillery shell injuries:
 
 '' The magnitude of the injury produced by a projectile
 is given by its weight (mass), shape, speed, drag, resistance of the tissue through which the projectile passes,
 drag coefficient, the combination of shape and velocity of the projectile and the viscoelastic properties
 (tensile strength and density) of the tissues, displacement and stability of the projectile within the tissues and the
 kinetic energy released by the projectile at the moment
 of the impact. In general, the potential for injury of a
 Projectile in particular is largely determined by the efficiency of the projectile in transferring kinetic energy to the impacted tissues. Likewise, at
 doubling the mass of a projectile doubles the energy
 kinetic, but doubling the speed quadruples the
 Kinetic energy. According to the formula: Energy
 Kinetics = ½ Mass x Speed 2.
 The velocity of a projectile as it exits the barrel of the
 weapon allows them to be classified into:
 High Speed (PAV) when traveling over 2,000
 ft / sec, equivalent to 609.5 m / sec, Projectile of
 Average Velocity (PVM) from 1,100 to 2,000 ft / sec and
 Low Velocity Projectile (PBV) at less than 1,100
 ft / sec. Others consider PAV those who travel to
 over 2,500 ft / sec. Injuries caused by
 high and low velocity projectiles differ both
 in magnitude as in class and, therefore, in its treatment. PAVs tend to produce more destruction
 tissue due to its fragmentation and its effects of
 temporary cavitation '
 
 The impact energy of a projectile is equal:
 
 (m * v * v) / 2,
 
 depends on the weight of the projectile and the velocity squared
 
 In other words, the impact of a Long Tom projectile is 4.6 times higher than that of a howitzer of the same caliber (155mm), firing the same type of 45kg projectile.
 
 Should both guns have the same values?
 
 
				
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