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The amount of armor a naval gun projectile can penetrate by sideways-blasted fragments from the middle body (not counting the heavy nose pieces or base plug) depends somewhat on the filler (detonating high explosive (HE) filler assumed; not black powder or guncotton) used and a lot on the percentage weight of explosive. For a first approximation, I simply use an "average" HE (circa TNT in power), rather than try to adjust for the individual type of filler (there were many), since for gun projectiles the explosive power usually only ranged from 0.9-1.4 (TNT = 1.0), with only the WWII "RDX" or "Cyclonite" filler mixtures being above 1.1 and they were not used except for US AA guns projectiles very much during WWII and very rarely against ships).
My MISCELLANEOUS FORMULAE artcle uses roughly 0.08 caliber as the maximum plate thickness of US WWII STS (or equivalent in another metal using its "effective" plate quality against penetration) for the small-fillerAP projectiles blowing up 5 calibers away to the projectiles' sides from the target that any of these sideways-mpoving fragments can penetrate (barring the rare fluke), 0.095 caliber STS for Common/SAP medium-size filler projectiles, and 0.11 caliber STS for large-filler ("Bombardment"/HE/HC/CPC) projectiles. Thus, at 5 calibers to the side, the 11.1" GRAF SPEE shells can penetrate 0.89" STS with its APC shell, 1.05" STS with its base-fuzed HE shell (SAP), and 1.22" STS with its nose-fuzed HE shell.
This linearly ramps up to 0.156 caliber of STS for the nose-fuzed HE shell in contact with the shell's middle side (1.73" for the 11.1" gun) ("zero caliber distance"), and, proportionally, 0.156 x (0.08/.11) = 0.113 caliber STS on contact for an AP round (1.26" for the 11.1" gun) and 0.156 x (0.095/0.11) = 0.135 caliber STS on contact for an SAP shell (1.5" for the 11.1" gun).
Going away from the target from the 5 caliber distance starting point, the penetration ability drops off with distance, with the heavier fragments having the least loss in penetration before they simply fall down to the ground/ocean surface rather than hit the target as distance increases (as expected), and the small fragments slowing down faster, reaching less and less distance and with less and less penetrating power for those that do make it to any given distance.
Even at 1000 calibers (11,100" or 925' or 308.33 yards for the 11.1" shells), some fragments can still penetrate, as follows:
(1) Only 40% of the original fragment weight thrown in a direction that could reach the target are still there. Those thrown in other directions of course do not matter and the conical spread of fragments reduces the hits per presented area of the target using the same inverse square law used with light and gravity. The rest thrown at the target were so small that air resistance essentially stopped them and they fell down with no real velocity (they could injure people, but that it about it).
(2) Of this 40% left, 62.5% of it (25% of the original weight portion thrown at the target) can still penetrate 0.0064 caliber STS (HE shell) (0.071" for the 11.1" gun), 0.095/0.11) x 0.0064 = 0.0055 caliber STS (SAP shell) (0.061" for the 11.1" gun), and (0.08/0.11) x 0.0064 = 0.0047 caliber STS (AP shell) (0.052" for the 11.1" gun).
(3) Similarly, a further 25% of the 40% (10% of the original weight thrown at the target) can penetrate, for HE/SAP/AP, resepctively, 0.012/0.01/0.009 caliber STS (0.133"/0.111"/0.1" for the 11.1" gun).
(4) A further 2.5% of the 40% (1% of the original weight thrown at the target) can still penetrate 0.023/0.02/0.017 caliber STS (0.255"/0.222"/0.189" for the 11.1" gun).
(5) The rest of the 40% that is still "in play" (100 - 62.5 - 25 - 2.5 = 10% of the 40% or 4% of the original thrown fragment weight at the target) fall in-between the three values given here -- none are below the 62.5% lowest-penetration value or above the 2.5% value (give them random penetration values in this range of possible penetration values).
In reality there would be a smooth spread in fragment penetration ability from the minimum given to the maximum given, but the above fractions, if used in a step-based Monte Carlo probability system, will usually give "good-enough" estimates of the chances of damaging the target.
Thus, even at 1000 calibers miss distance, if the GRAF SPEE had an 11.1" nose-fuzed HE shell hit near one of the British cruisers, there is some chance for up to 0.25" NCA plate (British STS equivalent) to be penetrated by a fragment or two. You of course have to work out how few fragments per unit area of that penetating power there were left, which is pretty thin, and how big the target ship's vulnerable area is, but it is possible, though rare, to hit something -Nathan Okun
Janes gives the armor of Kent class in 44-45 as 3-5 inch at WL(side) 4 inch deck over vitals. 2-1 1/2 gunhouses. 3 inch CT, bulges. This additional weight added in 1935-38 was compensated for in Cumberland and Suffolk by the cutting down of one deck aft. The rest of the County class apparently had the same armor arrangement. London was so changed after reconstruction that she was hardly recognizable as a County cruiser. It sound to me that their armor was fairly complete. Am I in error?
There is a substantial difference in the splinter problem caused by 8" and 11" projectiles (and for that matter real BB rounds, too). According to Nathan Okun, whom I do thrust in this, an 8" HE round will defeat .88" STS if burst 5 cal. away or 1.248" STS if burst directly in contact with the plate with means of lateral fragmentation, only. Thus, 1.5" armour as such installed in the gunhouses of SLC are perfectly capable to make the gunhouses splinterproof vs. 8" AP and -HE rounds. Even an 11" HE round would have it´s problems defeating that much armour with it´s lateral fragmentation, altough it will be able to do so if the burst happens close to the plate (less than 4 cal. or 3.5ft. distance to the plate is required).Del, the SLC was staddled many times by 8 inch shell fire at the Komondorskis. None of her guns were put out of action. Her gunhouses had one and one half inch armor. The action was fought mainly at 18000 yards. Is the 11 incher that much more destructive? I know the projectiles are much heavier, perhaps 700 pounds versus 250-300 pounds but would the shrapnel from a miss be any larger or have any more velocity and thus more energy?
Renrich, I have forwarded the range question to a friend from the US naval institute but it looks very suspicious to me. The Kent´s didn´t had such a range by many accounts. My preliminary guess is that radius of action is meant as range (e.g. You use a point in the middle of the ocean and draw a circle around it with the max. range of the ship. This is the radius of action, but it doesn´t mean that the ship has enough fuel to return to the starting point).
It appears that the standart side plating of a County class CA (not it´s belt) is subject to become riddled when straddled by 11"ers even from considerable distance. Theoretically spoken, the very first salvo fired by GS, beeing 300 yards short does fall in the category to potentially impair EXETERs waterplane vy splinterdamage. This may add a lot of flooding in heavier sea!
Furtherly, neither the CT nor the turrets are splinterproof! The rapid loss of turrets ship controll, as experienced by HMS EXETER during River Plate, won´t be the exception but the rule in such an encounter.
If I read you properly an 11 inch round exploded 3.5 feet from the gunhouse the fragments would penetrate. Doesn't that mean the round exploded on or in the ship not in the sea?
From all that I have read, the Pocket Battleships were actually described as Panzerschiff in German, which literally means "armoured ship". They were designed and built in the pre-nazi era, in accordance with the special clauses of the Versailles Treaty which limited the future capital ships of the KM to 10000 tons and a calibre not exceeding 11". In actual fact the ships exceeded the tonnage limits by a wide margin. Deep Load displacement was 16200 t, even standard displacement was 11700 t. By comparison, the british treaty cruisers like the Achilles had a deep load displacement of 9280 t, whilst the Exeter had a deep load of 10490 t. In 1941 (I think), they (the surviving PBs) were re-classified to the standard of CA.
The Panzerschiffe were thus conforming to their displacement limits but this was not without some notable risks in protection.
Hi Del
Your figures are slightly lower than those quoted in Conways, Janes and one other reference I have for the KM. But not enough to get excited about.
Except when you say that Deutschlands Std Disp is below 10000. Conways lists it as 11700, whilst the German Warships of WWII lists it as 11700 also. My Encyclopaedia of ships lists the same displacement. Factsare the Germans exceeded treaty limits, and broke the rules. Oh, and the Treaty of versailles was repudiated by Hitler, it did not "expire". Same with the Anglo-German Naval Treaty
I dont believe that they were conforming. They were 1700 tons over maximum at the very least, and in the case of the Spee, at least 2200 tons over weight. That represents the potential to put a lot more effort into the defensive schemes than the ships she faced in 1939. The CLs were much less well protected, and the Exeter, also could not withstand the 11" guns in anything like a comparable state to the way Spee could withstand her broadsides
I am not saying the PBs were invulnerable, but the odds against the three British ships on that December morning were heavily weighted in favour of the Spee, at least on a theoretical level
The 6 in BL Mk XXIII had armour penetration characteristics as follows:
At 22000 yds it could penetrate 2in say 45 mm, whilst at 12500 yds it was 3 in, say 68 mm. This is using the CPBC ammunition that you mentioned. My source says that at 22000 yds the majority of hits will be deck penetrations, whilst at 12500 it will be mostly belt impacts
By comparison the SKC 28 cm has penetrations of between 291mm and 335 mm at ranges 16000-19000 yds, for side armour penetrations. According to Wiki the deck penetrations at those ranges are between 41 and 48 mm (but I strongly suspect that figure to be too low).
Breyer (the new 1993 one, not the 70´s old one) is probably the best source for the Panzerschiffe. The belt armour was made of 80mm above the waterline and 50-60mm below (Graf Spee and to a lesser degree Scheer had wider distribution of the 80mm belt in respect to protected height covered) and inclined 15 degrees, the deck armour was a single deck (no slopes or protected decks!) of 40mm thickness, which in Graf Spee only was covering the whole distance between both belts. On Scheer and Lützow -at least theoretically- a projectile may strike over the belt and on the 40mm longitudinal torpedo bulkhead (the bulwark ways were not protected by a deck here- a serious gap in their protection). This even a 6" CPBC may achieve from considerable distance. The pocket battleships were protected in a manner known better as "all-or-nothing".Conways lists the belt armour for the Panzerschiff as between 2.25 and 3 in. I havent checked the distribution of this armouring scheme. The deck armouring was 1.5 inches (about 35 mm), but there was additional protecive bulkheads below deck that would largely contain the effects of any deck penetrations.
The results of River Plate proof that You have a reasonable position. I only want to add that british 6" CL showed little effect at the conditions of River Plate, but these are not to compare with french CL´s of the period or with what they could achieve at closer distance.I want to make something very clear. I agree that the armour protection scheme of the Panzerschiff was far from fullproof in its protection, however it SUBSTANTIALLY protected them from damage from the Light cruisers on that day, due to the ranges of the engagement, the characteristics of the British 6in guns and the protective scheme of the german ship itself
They tried repeatedly to close the range during the battle, but each time the Spee managed to evade them (as evidenced by the range being maintained). The speed difference that you keep mentioning did not seem to provide the British the required advantage on this occasion. Even by closing the range, as you say, far more damage would be inflicted on the brit ships (probable loss in fact) in comparison to the german ship, whose protection, whilst far from perfect, was far superior to that of the British ships.