Post by Alfred MontestrucPost by Paul J. AdamReally? Who's getting lethal hits with APFSDS at over three
kilometres? Ever?
Numbskull did you not see the paper I posted??
Yes, I saw the paper you posted. Nowhere in there, is a successful hit
mentioned.
Post by Alfred MontestrucAside from that A British Tank in Gulf War I killed a Iraqi tank at over 5 km.
http://en.wikipedia.org/wiki/Challenger_1
Unfortunately, Wiki is - as has been known to happen - wrong. The
engagement was correct, by a tank from the Royal Scots Dragoon Guards,
but the ammunition used was HESH.
Post by Alfred MontestrucQuote the effing BBC--- "The longest range for a confirmed kill in
Desert Storm was a Challenger 1 engaging a tank at 5.1km using a DU
sabot round."
Except that we fired no DU rounds during Granby, as was stated later
in Parliament.
About twelve per tank were available, in case the T-72s proved to be
tougher than expected, but all the fin rounds fired by UK tanks during
Granby were CHARM1 tungsten. (The DU CHARM3 didn't enter service until
the successor Challenger 2).
Politics, don't you love it?
(This is one of those myths as persistent as HMS Sheffield's "aluminium
superstructure" - I've been aboard most of the 42s, including Sheffield
herself back in 1978, and their structures were all-steel - yet the myth
still gets held forth as truth)
Post by Alfred MontestrucSeriously, when are you going to shut the eff up about this, you lost, a long time ago.
Of course, Al, and black is white, up is down, and the clerestories to
the south north are transparent as barricadoes.
Post by Alfred MontestrucPost by Paul J. AdamNot "really fast" in APFSDS terms. Long rod penetrators need to be
in a very high velocity regime to be effective, though tungsten and
DU are less affected by this than steel. The graph at
http://www.longrods.ch/optv.php
Well Mr. Paul J. Adam AKA bozo the clown who thinks that "fluid drag
is proportional to velocity cubed". If you bother to look at that
site critically one would not be so quick to believe it.
Meaning "Al doesn't like what it says".
After all, the author works at the Defence Technology and Procurement
Agency, Ballistics Division, CH-3602 Thun, Switzerland - obviously knows
nothing at all about defence or technology if the Swiss are letting him
present at international symposia.
Still, perhaps other authors agree with Al. Let's try Grabarek C L,
"Penetration of Armour by Steel and High Density Penetrators",
BRL-MR-2134. 1971, presented at the 4th International Symposium on
Ba-llistics at Monterey, CA, USA.
"The velocity range covered was about 1000m/s to 1800m/s. It was found
that below a certain critical velocity Vc the penetration scaled with
the diameter d rather than the length 1 of the rod. Above this velocity,
for the velocity range of the experiments, the penetration varied almost
linearly with the velocity." [For tungsten alloy Grabarek finds the
critical velocity is 850 metres per second, for steel it's 1150m/s]
Oh... more fan boy stuff, presumably.
Post by Alfred Montestruc1) It says all the rods are uniformly L/D=30 which means these are
not test results as nobody makes sabot rounds that long in practice.
Test penetrators of at least up to L/D 150 have been fired - that's the
glory of testing. Turning them into practical ammunition is a different
beast altogether, but research into "what works" and "what doesn't" is
useful to find out whether it's worth chasing one attribute over another.
You can also use technologies like light gas guns to generate utterly
implausible velocities of 5000-6000 metres per second, if you go into
the bunkers at Aberdeen or Fort Halstead.
Post by Alfred Montestruc2) It says all the rods have a uniform kinetic energy of 10 MJ, which
means they cannot have the same mass, as the only thing that is now
allowed to vary as now the L/D and energy are constrained so all that
is left to make the kinetic energy equation balance is "M", that
means the rod diameters are variable. As in KE=m*v*v/2, must be, no
wiggle room at all.
Was this to supposed to make sense?
Vary the diameter (and hence length) to keep the mass the same, keep the
energy the same (since you're using the same gun, chamber,
propellant...) and the velocity remains constant. Simples. Your
penetrators keep the same aspect ratio, mass and velocity, only diameter
and length varying (though remaining in ratio)
Post by Alfred MontestrucPost by Paul J. Adamis worth a look as to why nobody bothers with steel APFSDS - you
can't get it moving fast enough to achieve its theoretical
performance
The maximum penetration for some given material idea of his is kark.
Agrees with Grabarek, who was well regarded in the field.
Also ties in with Oxlee, who produced "Penetrative Performance of FSAPDS
Shot Against Single Plates" while working at the Royal Armament Research
and Development Establishment.
It does seem that the published body of work disagrees with you, Al -
you've got some serious fame and fortune coming when you prove all those
ballisticians were wrong for over half a century.
Post by Alfred MontestrucPost by Paul J. AdamNo, I'm asking you for some evidence to support your rather
hysterical rantings.
Physics nitwit, is what backs me.
Really? All I'm seeing is someone who's got a 1930s formula and no
comprehension of actual real-world reality.
Try Hohler V and Stilp A J, "Penetration of steel and high density rods
in steel and high density rods in semi-infinite steel targets",
presented at the Proceedings of 3rd International Symposium on
Ballistics, Karlsruhe 1977.
Or even Tate A, "Further results in the theory of long rod
Penetration", Journal of Mech Phys 'Solids, no. 17 (1969).
Curiously, there' over half a century of published research in this
area, which - for some strange reason - agrees with me instead of you.
Is this yet another of those cases where the entire world is wrong and
only you are right?
Post by Alfred MontestrucPost by Paul J. AdamYou're claiming that using steel APFSDS rounds from battleship guns
- such as at Jutland - would have had a dramatic effect on the
outcome, apparently being far more effective, lethal, deadly et
cetera. Why is exploring that claim "moving the goalposts"?
You are not honestly exploring the idea, you are attacking it without regard for reason.
Why is pointing out the proven engineering problems "attacking it"? This
has to offer some tangible benefit.
Post by Alfred MontestrucBasic physics of projectile flight show that a long slender shape
with fins will travel farther without tumbling than a short stubby
shape. Arrows from prehistory on fly far set next to sling stones.
Were they travelling at four or five times the speed of sound? Appealing
to "common sense" by comparing caveman weapons, is hardly relevant to
penetration of battleship armour.
Post by Alfred MontestrucYes there is such a thing as surface friction, but it is small set
next to drag from the frontal area. If that were not true
submarines and torpedoes would look like balls, they don't they are
long and slender.
It's highly velocity dependent. I thought you knew all about this?
Aren't you aware of different flow behaviours at different velocities?
Why does an airliner have a bluff nose, but a supersonic fighter is
pointed? Why does an airliner carry its engines in underwing pods, but
nothing supersonic's done that since the B-58? Because different speeds
produce different impacts of different types of drag.
Post by Alfred MontestrucPost by Paul J. AdamWhat range is this APFSDS-armed battlewagon fighting at?
Obviously as long as practical.
Which is going to be a serious problem, since you need to achieve impact
velocities of well over 1,100 metres per second (not muzzle velocity,
impact velocity) for steel long-rods to offer any detectable advantage
in penetration assuming you can avoid yaw, buckle or shatter on impact.
Grabarek confirmed the critical velocity for hydrodynamic penetration
using tungsten alloy was 850 metres per second, while for steel it's
1150m/s: below that speed the penetration scaled with the diameter,
rather than the length, of the penetrator.
Achieving hits with impact velocity of over 1,150m/s at a 10,000 yard
fighting range using 1916 gun technology is... well, perhaps there's a
reason that regime wasn't explored for a few more decades.
Post by Alfred MontestrucPost by Paul J. AdamWhat targets is she shooting at, and what effect is she expecting
to achieve that's better than the APCBC and HE ammunition available
at the time?
The APFSDS will first off have much less drag than an equivalent
sized AP round, that means the trajectory is flatter, and so less
need to elevate, so in principle it is easier to aim. Also as it
loses less speed, it takes less time to hit the target.
And if it penetrates, it'll achieve very little effect on the target
ship, since it's a spray of fragments passing over the top of the
magazines and machinery spaces instead of descending into them and then
detonating an explosive payload.
Getting through the armour is a means to an end: the intent is to stop
the ship from fighting, moving, and (if you hit it well enough) floating.
Post by Alfred MontestrucWith the same muzzle energy a sabot round with 1/2.5 the diameter
made of steel with an l/d of 15 I get a muzzle velocity of 1218 m/s,
an impact velocity 815 m/s and up angle of only 1.9 degrees and time
of flight of just over 8.2 seconds. By the Krupp equation this will
punch through 618 mm flat, and that is close enough to true.
Unfortunately, you won't achieve that level of penetration with a steel
long-rod penetrator striking at 815 metres per second: you're well below
the hydrodynamic limit, and the penetrator will either buckle or shatter
on 300mm armour.
Permutter L and Garratt A J, "The Development of Metal APDS Projectiles
for the QF 20pr Guns Including a New Theoretical Approach to the Design
of Piercing Projectiles", ARE Report 5/49, 1949 applies:-
+++++
Using the Milne formula, the energy necessary to produce a hole in a
given plate varies as d^1.57 where d is the shot calibre.
If the core mass is M and the mass of the other components is m and if
we assume shot energy is constant for a given gun, the ratio of the
kinetic energy of the core to that of the shot will be M/(M+m). If the
cored shot is to be superior to the solid shot M/(M+m)>l/r^(1.57), where
r is the ratio of the solid shot diameter to that of the core.
Experience shows that this condition cannot be satisfied with an
adequate margin, if the core is of steel, unless the steel core is made
very long. Further, the core cannot be made very long, both because it
would break up during angle attack and because it would tend to shatter.
+++++
Remember, the Krupp equation is for AP shell of L/D 3-4 at most,
striking well below the hydrodynamic limiting velocity for steel: it
takes no account of factors like yaw, buckling, barrelling or shatter,
which you dismiss out of hand yet which have always been major concerns.
Try Tate A, "Further results in the theory of long rod penetration",
Journal of Mech Phys Solids, no. 17 (1969).
+++++
Armour steel targets were struck by steel rods. The penetration (p) was
found to follow the form of
p/l = k(V)(Dp/Dt)^0.5
p = Penetration
l = Projectile length
V = Impact velocity
Dp, Dt = Densities of projectile and target respectively
k = Function describing effects of impact velocity
For the steel projectile and target the function k(V) is essentially
zero below about 500m/s, rises steeply in the region 1 to 3km/s and
reaches a limiting value of 1.2 to 1.3 between 3 and 4km/s. Again it was
found that above a certain critical angle 'trenching' occurs, and the
rod appears to collapse and form a long shallow crater.
+++++
...which, again, is why nobody uses steel APFSDS - it does moderately
well on a test range at normal impact if you throw it fast enough, but
it loses performance dramatically at lower velocities, and at oblique
impact it yaws, breaks up and fails to penetrate.
Post by Alfred MontestrucPost by Paul J. AdamNo, I'm pulling it from the equations at
http://www.longrods.ch/perfcalc.php
This is not a reliable site.
Well, I'm sure Mr Odermatt is just *crushed* that you think so.
Since he lists the following publications:-
Penetration Limits of Conventional Large Caliber Anti Tank Guns
Kinetic Energy Projectiles, 13th International Symposium on Ballistics,
Stockholm, 1992
Post-perforation Length and Velocity of KE Projectiles with single
oblique Plates, 15th International Symposium on Ballistics, Jerusalem, 1995
Minimum Impact Energy for KE-Penetrators in RHA-Targets, European Forum
on Ballistics and Projectiles, St. Louis (F), 2000
Kinetic Energy Projectiles: Development History, State of the Art,
Trends, 19th International Symposium on Ballistics, Interlaken (CH), 2001
perhaps you can enlighten us on why the Swiss were stupid enough to pay
him for his expertise, and your... interesting grasp on penetration
mechanics (based as it is on a formula dating from the 1870s) is right
instead?
Post by Alfred MontestrucPost by Paul J. AdamUsing a 120mm L/44 tank gun as a reference (because its performance
with APFSDS is well understood) and a steel penetrator, you might
get 650mm of penetration of RHA, at an impact velocity of 2,400
metres per second, which isn't a bad performance until you discover
the impossibility of achieving that impact velocity with any
conventional gun design.
You did not study his site, that was with 10 MJ of energy on all
projectiles.
Constant energy from the same gun and charge - a perfectly reasonable
assumption for comparing extremes of available performance.
Post by Alfred MontestrucSo if my energy is a lot more than that, as in fired
from an 11" gun which you gave the reference to, has a muzzle
velocity of 910 m/s,
So, well below the critical velocity where long-rod penetrators become
useful.
Post by Alfred MontestrucI have more than 12 times that as muzzle energy. On impact I have
42.9 MJ, more than 4 times that energy.
A 1944-vintage PaK 44 delivers more energy than modern 120mm APFSDS, yet
penetrates about 20% as much armour at similar fighting ranges, so I'm
not really seeing the point.
Energy assists with penetrating armour but it's far, far more
complicated than simply adding extra megajoules.
For example, consider the following from Tate "A Review of the Post
World War II Military Approach to the Terminal Ballistics of KE
Projectiles" - produced by the Defence Research Agency at Fort Halstead
in June 1994. (Report ID DRA/DWS/WX5/TR9471/1)
Writing about the 1930s investigation into enhanced velocity for
anti-armour weapons, and especially Janecek's proposal for a "squeeze
bore" adaptor for the two-pound AT gun. Initial efforts using steel
projectiles failed to impress:-
+++++
The shot was of reduced weight and therefore of inferior performance at
oblique attack; there was also a critical upper velocity at which the
shot broke up, therefore much metallurgical work would be required.
All this was to change dramatically when it was decided to compare the
performance of steel cored versus WC cored shot for the Janecek or, as
it was now called, the Littlejohn adapted gun. At a trial fired at
Melton Mowbray on 12.3.42 it was shown that the WC cored shot would
defeat a 100mm RH plate at normal, 20 degrees and 30 degrees obliquity
and at a striking velocity (SV) equivalent to 100 to 200 yards. It also
defeated an 81mm plate at normal and raised a smooth bulge at 30 degrees
obliquity at an SV equivalent to 900 to 1000 yards. The steel cored shot
was unsatisfactory at both 200 and 1000 yards. As noted in the OB Q 471
of 30.3.42, which reported on the trial, the "results are so
revolutionary that it is suggested immediate consideration be given to
developing the round as it now stands"."
+++++
--
He thinks too much, such men are dangerous.