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203 mm howitzer M1931 (B-4) | |
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Type | High-power heavy howitzer |
Place of origin | Soviet Union |
Service history | |
In service | Soviet Union |
Wars | World War II, Winter War |
Production history | |
Designer | Nikolai Nikititsch Magdesiew |
Designed | 1931 |
Produced | 1932–1945 |
No. built | 871 |
Specifications | |
Mass | Combat: 17,700 kg (39,022 lbs) Travel: 19,000 kg (41,888 lbs) |
Length | Travel: 11.15 m (36 ft 7 in)[1] |
Barrel length | Bore: 4.894 m (16 ft 1 in) L/24.1 Overall: 5.087 m (16 ft 8 in) L/25 |
Width | Travel: 2.7 m (8 ft 10 in)[1] |
Height | Travel: 2.5 m (8 ft 2 in)[1] |
Crew | 15[1] |
Shell | Separate loading charge and projectile[1] HE: 100 kg (220 lbs) |
Caliber | 203 mm (8 in) |
Breech | Interrupted screw |
Recoil | Hydro-pneumatic[1] |
Carriage | Box trail[1] |
Elevation | 0° to 60° |
Traverse | 8° |
Rate of fire | 1 round every four minutes[2] |
Muzzle velocity | 607 m/s (1,990 ft/s) |
Maximum firing range | 18 km (11 mi) |
203 mm howitzer M1931 (B-4) (Russian: 203-мм гаубица обр. 1931 г. (Б-4), GRAU index: 52-G-625) was a 203 mm (8 inch) Soviet high-power heavy howitzer. During the Second World War, it was under the command of the Stavka's strategic reserve. It was nicknamed "Stalin's sledgehammer" by German soldiers. These guns were used with success against Finnish pillboxes at the Mannerheim Line, heavy German fortifications and in urban combat for destroying protected buildings and bunkers. These guns were used until the end of the war in the Battle of Berlin, during which the Red Army used them to smash German fortifications at point blank range with their heavy 203mm shells. In the spring of 1944, a KV-1S tank chassis was used to create a self-propelled variant, the S-51. The heavy recoil from the muzzle blast threw the crew off their seats and damaged the transmission, and so it was cancelled.[3]
With an elevation angle of up to 60 degrees and 12 propellant loads to choose from, the B-4 virtually met all the expectations it was given, capable of crushing its targets via an optimal projectile trajectory.