<?xml version="1.0"?><rss version="2.0" xmlns:content="http://purl.org/rss/1.0/modules/content/" ><channel><title>Cast Bullet Association Blog Rss Feed</title><link>http://castbulletassoc.org/blog/Rss2_.aspx</link><description>Rss 2.0 for the user blogs.</description><language>en-us</language><lastBuildDate>Fri, 25 Sep 2026 12:16:34 GMT</lastBuildDate><generator>Cast Bullet Association</generator><managingEditor>chefreiss@gmail.com(Cast Bullet Association)</managingEditor><webMaster>info@morganids.com (Richard Morgan)</webMaster><ttl>360</ttl><item><title>Shooting the inverted gas check</title><link>http://castbulletassoc.org/blog/article/2019/6/177/shooting-the-inverted-gas-check</link><description> Excerpt from Fouling Shot #158, Jul-Aug 2002.By Forrest Asmus.This past shooting season has been an enjoy able one for me. Our editor has encouraged me to write about the upside-down gas check idea w....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"><div>Excerpt from Fouling Shot #158, Jul-Aug 2002.</div>By Forrest Asmus.<br /><br />This past shooting season has been an enjoy able one for me. Our editor has encouraged me to write about the upside-down gas check idea which I have tried in my buffalo rifle with interesting and encouraging results.  My rifle of choice this summer has been a Falling Block Works “J” action barreled up in .44/63 Ballard. I like this designation better than the better known .444Marlin since I shoot mainly in the “traditional” matches but it is in fact the .444 chambered on a 16-twist barrel.In the process of load development I settled on a custom made, lathe bored 460 grain Mos bullet, 19grains SR 4759, 1/4 sheet T/P and an unsized, inverted, Hornady gas check as “standard”.  The inverted gas check idea came from CBA memberand my correspondent Mustafa Curtess. In one letter Mustafa told me how he had been trying the inverted gas checks (IGC) in his .45/70 with good results. I loaded some up in the .44/63 and tried them out too. My results were very good and I continued to shoot this combination right along even though Mustafa later indicated that his results had not proven consistent and he was putting the idea on hold. I wondered what had gone wrong with his procedures and kept on using them in my shooting. I was having excellent results with the upside down cups.  Since this is a rather unusual utilization of a gascheck I’ll explain how I put them to use: The .44/63 case,being a straight sided design, allows me to seat the unsized IGC under the bullet without running the risk ofa check dropping off, as might be possible in a bottlenecked case. I start each check into the case about 0.060” by using a backed-off case expander punch. The IGC is then forced down as the bullet is seated on top of it, slightly compressing the column of powder and T/P.The procedure prevents the check from moving away from the base of the bullet during handling and transport.  This tight stacking of components is very important in my view because if the check were to move away from the bullet base it would then become a projectile inside thecase upon firing. When it hit the base of a stationary bullet pressures would instantaneously rise, exceed the strength of the barrel steel and ring the chamber. I cautionany member who contemplates trying this loading method to use the utmost caution!  From my point of view the IGC serves three purposes:It does seal the hot powder gases just as well as a normally seated check and certainly better than a card wad does. During firing the check also scrapes the bore, removing any lead wash which might otherwise accumulate during the firing of plain base bullets. Then, I believe that the unsized check, being forced into the case ahead of the soft lead bullet, acts like an expander punch, opening the case just a bit more and reducing the amount of bullet deformation I have seen on bullet bodies which were forced into undersize cases. (My cases are only partially sized, but excess case neck tensionis something we all know should be controlled to a bare minimum.)<br /><br />I have used this load for shooting matches and for everyday sessions at our range here in Wyoming. Excellent consistent results have been my experience. In loading the IGC in my .45/70 I have found that any of the loads where I formerly used a 0.050 card wad under the bullet accept the use of a IGC without changing the load’s former dependability at all and improving accuracy as noted above. The advantages of not having to be concerned about lead fouling are considerable, both because it no longer happens, and because worry itself is eliminated. In all cases, accuracy is improved.<br /><br /></div> </div>]]></content:encoded><pubDate>Sun, 30 Jun 2019 03:39:25 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2019/6/177/shooting-the-inverted-gas-check</guid></item><item><title>Case of a cantankerous Cadet.</title><link>http://castbulletassoc.org/blog/article/2019/6/176/case-of-a-cantankerous-cadet.</link><description>  Greener developed the .310 cartridge in the early 1900’s as a target round.  Shortly after the Australian Government identified the potential of the mild round for military training purposes and ado....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"> <br /><br /><div class="edit">Greener developed the .310 cartridge in the early 1900’s as a target round.  Shortly after the Australian Government identified the potential of the mild round for military training purposes and adopted it for ‘cadet’ musketry; hence the assumed name of “.310 Cadet”.<br /><br /> In line with the British tradition of naming cartridges relative to bore dimensions and not groove the Greener round has, as one might expect, a .310 bore with subsequent groove diameter of .318 and features a heel style bullet.  Essentially it is an over grown .22RF and factory ammo I have dismantled featured a cupped based bullet to aid the sub diameter heel to slug up to groove dimensions and firm crimp; just like a .22RF.  ‘Cartridges of the World’ list velocity for a 120gr bullet of 1530fps.  <br /><br /> I was fortunate enough to be gifted a Wesley Richards Cadet with a brand new BSA barrel.  All advice was that converted .32-20 brass would suffice for the little rifle however from day one I was not able to achieve any degree of accuracy with smokeless powders.  Black powder duplex loads with a compressed main charge shot perfectly but accuracy with all manner of modern propellants remained elusive.  Long story short, .32-20 brass neck wall thickness runs .007, bullet heels were .309 and the chamber measures .333 at the case mouth.  Doing the sums I had .010 difference and upon ignition of the smokeless charges the case walls released allowing a massive blast of hot propellant gas to whistle by the unsupported heel canting the bullet, destroying accuracy and causing leading in exactly the way all under sized bullets do.  The black powder duplex load shot well on the basis that BP as a propellant has different burning characteristics and upon ignition facilitates undersized bullets to expand to maximum allowable (slug up).  That and a compressed charge of powder acting as a consumable over powder wad blocking any initial blast and keeping the bullet square to the bore.  Original factory ammo, as mentioned already, featured a crimp and cupped base allowing the heel to expand and seal in the same way .22RF does however these features were not available to me.  <br /><br /></div><br /><br /> </div> </div>	<div class="row">		<div class="col-md-4"> 		<figure>						<img 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"> 		<figcaption>							Original factory round top, sulphur chamber cast and 323-125 in .32-20 brass.<br /><br />						</figcaption>					</figure> 	</div> 	<div class="col-md-4"> 		<figure>						<img src="data:image/jpeg;base64,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"> 		<figcaption>							Bases compared:  CBE 320-120, original factory, CBE 323-125.<br /><br />						</figcaption>					</figure> 	</div> 	<div class="col-md-4"> 		<figure>						<img src="data:image/jpeg;base64,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"> 		<figcaption>							The Wesley Richards with recreated woodwork.<br /><br />						</figcaption>					</figure> 	</div>	</div>	<div class="row">		<div class="col-md-12"> <br /><br /><div class="edit">Long story short, a generous benefactor in Australian sent me 20 ‘Super’ brand Cadet brass made to correct specifications (neck wall thickness 11-12 thou) such that a fired case did not require any sizing and held an as cast bullet snuggly with thumb seating.  Instant accuracy, no leading, headache suppressed.  The addition of another 20 Bertram Cadet cases from Australia produced identical results and my woes were over…………..until recently when I purchased an additional 50 Bertram cases.<br /><br /> When the brass arrived I measured the neck wall thickness and to my horror found it to be .009 that upon loading of either of my bullets with heels of .308-.309 would give me .005 ‘slop’.  How much harm could that do I thought?  Accuracy was no existent with bullets hitting sideways at 50m and the illustrious leading returned.  Queue head pounding on loading bench.  What to do?  There was only one solution and that was to increase the diameter of the heel of the bullet to match the inside diameter of a fire case.  Bullet heels needed to increase in girth to .312-.313 in order to restore the equilibrium.  <br /><br /> I have a pair of CBE Cadet moulds.  320-120 RN and 323-125 with a more pointy profile.  I decided to leave the 320-120 as is for use in the existing thick walled Bertram brass and with the black powder rounds with converted .32-20 brass.  The 323-125 originally casting heel at .308 in 40-1 alloy would be altered to suit the new brass with the thinner walls.  No reservations were had about altering the mould as the 50 new cases would last indefinitely as no sizing is requiring when case and bullet are matched so I fully expecting them to ‘see me out’.  Calling on a services of a retire gent (Tony) nearby where I live who happens to be a gifted benchrest shooter and extremely clever machinist I had the heel of the mould opened up to .313 and commenced further load development.  <br /><br /></div><br /><br /> </div>	</div>	<div class="row">		<div class="col-md-4"> 		<figure>						<img 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"> 		<figcaption>							Super brand brass from Australia (no longer available), 320-120 50m group, 5.1gr Unique.<br /><br />						</figcaption>					</figure> 	</div> 	<div class="col-md-4"> 		<figure>						<img src="data:image/jpeg;base64,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"> 		<figcaption>							50m result of 40-1 alloy bullets fired from the new thin walled brass.<br /><br />						</figcaption>					</figure> 	</div> 	<div class="col-md-4"> 		<figure>						<img src="data:image/jpeg;base64,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"> 		<figcaption>							5 rounds at 50m with WW alloy, altered heel and new brass.<br /><br />						</figcaption>					</figure> 	</div>	</div>	<div class="row">		<div class="col-md-12"> <br /><br /><div class="edit">The first run of 40-1 alloy dropped bullets with heels of .310 nominal diameter.  Loaded on my standard charge of 5.1gr Unique (Lee disc 0.66) the rifle managed to keep them on the paper at 50m but with poor accuracy and a degree of leading also.  Tony had told me that if more girth was required to take a suitable drill bit, wrap some 400 grit abrasive paper around it and carefully lap the heel some more.  This I did and the next test dropped bullets of .312, better accuracy and no leading but still not back to normal.  Another brief tickle with Tony’s technique and .313 heels were achieved and whilst leading was eliminated accuracy with 40-1 was not what I demanded.  A forum member had intimated that harder alloy might be beneficial and in an attempt to satisfy my curiosity I ran up a small batch of bullets in wheel weight alloy with a BHN of just under 10 BHN (40-1 alloy is 7.8 BHN).  BINGO.  Accuracy restored to groups hovering around 1 inch at 50m/55y!  <br /><br /> Why did I need to use a harder alloy when previously 40-1 binary had providing excellent results?  I can’t be certain however on driving home from range during testing I ran through all the possible variables.  Alloy, same.  Primers, same.  Powder, same.  Charge, same.  Case length, same.  Neck wall thickness, less.  Maybe if the walls were thinner the case volume would be greater.  At the loading bench I filled a new, thin walled case all the way to the case mouth with Alliant 2400 and weighed the charge.  This was then poured into an old, thick walled case and to my surprise did not fill the case.  The new case with the thinner walls had LESS volume and weighing both old and new showed a 10% difference with the new brass being heavier (70r v 63gr).  On this basis the harder alloy may be required due to reduced case volume increasing chamber pressure.  Quite possibly 5.1gr Unique is at the top end of what 40-1 alloy will cope with in my rifle and a small increase in pressure was enough to make it fail.  Either way, I won’t argue with success.<br /><br /> Lessons learned.  1) Buy a decent lot of components to avoid disappointment in future.  2) Consider ALL the variables but assume nothing.  3) Don’t give up.  These rifles are way too much fun.<br /><br /> One day I would love to be able to try a bullet with a hollow/cupped base as the original ammo did and see how it performs.  Interestingly the original bullets I have measure a tiny .304 on the heel with case walls of only .008 yet one can only guess must have shot well or would not have been produced. <br /><br /> Jeff<br /><br /></div><br /><br /> </div>	</div>]]></content:encoded><pubDate>Sun, 30 Jun 2019 03:14:44 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2019/6/176/case-of-a-cantankerous-cadet.</guid></item><item><title>Smart annealer</title><link>http://castbulletassoc.org/blog/article/2019/6/175/smart-annealer</link><description>  Recently the club I belong to purchased, for member use, a case neck annealing machine.  Manufactured and invented here in New Zealand the device operates by induction and is programmable for hundre....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"> <br /><br /><div class="edit">Recently the club I belong to purchased, for member use, a case neck annealing machine.  Manufactured and invented here in New Zealand the device operates by induction and is programmable for hundreds of different cartridge cases.  Why anneal your brass case necks?  As brass is worked by sizing and firing (contracting and expanding) the crystalline structure changes and it work hardens.  This results in longitudinal splits in the neck rendering cases useless or inconsistency in neck tension (how tight the neck holds the bullet) leading to accuracy issues. <br /><br /> Annealing case necks has always been a black art on a good day.  One popular method written about countless times over the years by numerous gunzine writers was to stand cases in water deep enough to come half way up the cartridge case body and heat the neck up to ‘cherry red’.  The water acted as a heat sink and prevented the case head and body from becoming soft; desirable for the neck but detrimental to cartridge case integrity.  As cases were annealed the recommended action was to knock them over into the water to cool.  It transpired that the water was unnecessary as heating the necks to ‘cherry red’ was far too hot for the purpose and when heated to the correct temperature of approximately 700F with a butane torch the annealing takes place fast enough that the lower section of a cartridge case is not affected.  With enough practice the technique is workable but in my experience far from consistent.  <br /><br /> Some smart individual then realised that lead melts at 621F and when casting is best run at about 700F; the magic number for cartridge brass annealing.  The idea was that cases held by the rim would have their necks dipped into the molten lead until the rim was uncomfortable to hold.  Great in theory but the one time I tried it my cases end up with lead coated necks.   <br /><br /> Another idea was to apply heat sensitive crayon as used in welding applications to the neck of the brass.  Each colour is calibrated so by applying the crayon for 700F to the neck of the case upon it melting the correct temperature for annealing has been reached and heating can be stopped.  Another great theory but who needs crayon on their cartridge brass and the work that goes with it?<br /><br /></div><br /><br /> </div> </div>	<div class="row">		<div class="col-md-4"> 		<figure>						<img 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"> 		<figcaption>							Case in shell holder in place awaiting annealing process to commence.<br /><br />						</figcaption>					</figure> 	</div> 	<div class="col-md-4"> 		<figure>						<img src="data:image/jpeg;base64,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"> 		<figcaption>							Case in shell holder wth correct pilot installed in the AMP device.<br /><br />						</figcaption>					</figure> 	</div> 	<div class="col-md-4"> 		<figure>						<img src="data:image/jpeg;base64,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"> 		<figcaption>							A variety of of pilots to accomodate a huge range of cartridge cases.<br /><br />						</figcaption>					</figure> 	</div>	</div>	<div class="row">		<div class="col-md-12"> <br /><br /><div class="edit">Enter the good folk from ‘Annealing Made Perfect’ (AMP).  Their invention has revolutionised cartridge case annealing from my experience.  Here is how it works.  First select a pilot to match the cartridge case to be annealed.  The manufacturer supplies a full list of cartridges and matching pilots.  EG:  .308 Win pilot is #11.  The pilot dictates the position of the neck in the heating area so shorter cases have shorter pilots and longer cases much taller pilots.  Screw the pilot into the top of the machine and with the case held in a standard loading press shell holder drop the case into the machine.  Next establish which program to use for calibre and case manufacturer by referring to the data base on the maker’s web site.  Using .308 Win again as an example there is a list of 56 different makers/batches of brass provided with not only the program setting for standard neck thickness but also settings for necks .001, .002 and .003 thinner allowing for those who neck turn brass for better consistency.  For brass of calibres and/or manufacturers that are not listed (of which there are not many) the device has its own analytical setting.  A case must be sacrificed for this function but once done a program number is allocated and saved for future reference.<br /><br /></div><br /><br /> </div>	</div>	<div class="row">		<div class="col-md-12"> <img 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"> </div>	</div>	<div class="row">		<div class="col-md-12"> My 6.5X52mm Carcano has always been very hard on brass.  Split necks have been the bane of myexistence and no amount of traditional annealing seemed to help as the casenecks are over worked during each sizing operation due to dies being ground tosqueeze down necks to hold .264 jacketed bullets; I shoot .268-.269 castprojectiles and expand to suit.  As suchmy necks fired measure inside diameter of .271 then size down to .262 and backup to .268 – that’s a lot of work.  Ihave been forced to anneal necks after each firing however using a butane torchproved inconsistent and far from ineffective as I can never be sure to annealthe entire neck with 100% uniformity all the way around.  Now using the AMP prior to leaving the clubrange I run all my Carcano brass through the device and ensure soften necksprior to sizing.  Today I sized all mybrass without the loss of one case.<o:p></o:p><br /><br /> </div>	</div>			<div class="row">		<div class="col-md-12"></div>	</div>	<div class="row">		<div class="col-md-6"> 		<figure>						<img 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"> 		<figcaption>							Freshly annealed Carcano brass ready for sizing.<br /><br />						</figcaption>						</figure> 	</div> 	<div class="col-md-6"> 		<figure>						<img src="data:image/jpeg;base64,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"> 	 		<figcaption>							Program 156 for the Carcano as allocated after the AMP analysis the brass.<br /><br />						</figcaption>						</figure> 	</div>	</div>	<div class="row">		<div class="col-md-12"> <br /><br /><div class="edit">One disadvantage of the AMP is the cost.  USD1394.99 plus pilots at USD19.00 each (ex Grafs) so for an individual you would have to be very motivated and/or well heeled however when purchased for a club environment such as my club did this is great asset for the collective membership to share.<br /><br />  Jeff.<br /><br /> <a href="https://www.ampannealing.com/index/" title=""> https://www.ampannealing.com/index/</a><br /><br /></div><br /><br /> </div>	</div>	]]></content:encoded><pubDate>Thu, 20 Jun 2019 05:22:04 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2019/6/175/smart-annealer</guid></item></channel></rss>