Moon
SENIOR MEMBER
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- Oct 27, 2014
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During the Second World War, Hitler was not the only one with a "wonder weapon", it was in fact the British who possessed perhaps the most devastating munition in its arsenal, the 22.000 lb bomb known as the Grand Slam, a weapon which could single-handedly devastate Germany's heavily concrete fortified factories and put back German weapon production lines by months, designed by
Barnes Wallis:http://data:image/jpeg;base64,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
"When the success [of the Tallboy bomb] was proved, Wallis designed a yet more powerful weapon… This 22,000 lb. bomb did not reach us before the spring of 1945, when we used it with great effect against viaducts or railways leading to the Ruhr and also against several U-boat shelters. If it had been necessary, it would have been used against underground factories, and preparations for attacking some of these were well advanced when the war ended."
— Sir Arthur Travers Harris (1947).
Blueprints of the Tallboy a 'smaller" relative of the Grand Slam
The "Grand Slam" (Earthquake) bomb was of the same design as the Tallboy but larger and heavier weighing 9.979 kg (22.000 lb).
Grand slam in comparison with other British Bombs.
The Grand Slam was first used on 14 March, 1945 when a force of Lancaster bombers led by Royal Air Force Squadron Leader C.C. Calder attacked the Bielefeld railway viaduct destroying two spans. In another attack against submarine pens, (Bunker Valentin) near Bremen, two Grand Slams penetrated 4.5 meters of reinforced concrete. 41 Grand Slam Bombs were dropped by the end of the war mainly against bridges and viaducts.
The "Grand Slam" bomb was the biggest bomb used in WWII at all.
A submarine base (Bunker Valentin) after a Grand Slam raid.
Lancaster bomber dropping the Grand Slam.
P.S: This is my first thread, don't expect so much, I'm still a Noob.
@WebMaster Happy??
Barnes Wallis:http://data:image/jpeg;base64,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"When the success [of the Tallboy bomb] was proved, Wallis designed a yet more powerful weapon… This 22,000 lb. bomb did not reach us before the spring of 1945, when we used it with great effect against viaducts or railways leading to the Ruhr and also against several U-boat shelters. If it had been necessary, it would have been used against underground factories, and preparations for attacking some of these were well advanced when the war ended."
— Sir Arthur Travers Harris (1947).
Blueprints of the Tallboy a 'smaller" relative of the Grand Slam
The "Grand Slam" (Earthquake) bomb was of the same design as the Tallboy but larger and heavier weighing 9.979 kg (22.000 lb).
Grand slam in comparison with other British Bombs.
The Grand Slam was first used on 14 March, 1945 when a force of Lancaster bombers led by Royal Air Force Squadron Leader C.C. Calder attacked the Bielefeld railway viaduct destroying two spans. In another attack against submarine pens, (Bunker Valentin) near Bremen, two Grand Slams penetrated 4.5 meters of reinforced concrete. 41 Grand Slam Bombs were dropped by the end of the war mainly against bridges and viaducts.
The "Grand Slam" bomb was the biggest bomb used in WWII at all.
A submarine base (Bunker Valentin) after a Grand Slam raid.
Lancaster bomber dropping the Grand Slam.
P.S: This is my first thread, don't expect so much, I'm still a Noob.
@WebMaster Happy??