<?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 12:10:27 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>Designing Your Own Bullets</title><link>http://castbulletassoc.org/blog/article/2021/1/224/designing-your-own-bullets</link><description>  Excerpt from Fouling Shot 268, Nov-Dec 2020 - By Steve Hurst, Tucker, GAFor many years the process of making bullet molds used a cutter called a cherry. You made the cherry in the shape of the bulle....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"> Excerpt from Fouling Shot 268, Nov-Dec 2020 - By Steve Hurst, Tucker, GA<br /><br /><div class="edit" style="">For many years the process of making bullet molds used a cutter called a cherry. You made the cherry in the shape of the bullet. The mold blocks were then closed around the spinning cherry and the mold cavity cut was a replica of the cherry. As each mold was cut, the cherry wore a little. The cherry had to be sharpened periodically, the cavity and the bullets it produced got smaller and smaller until the cherry was useless. Then a new cherry was made, it might not be quite the same, sometimes this was intentional and sometimes it was just a different machinist. The same mold ordered next year might be very different in both size and design. <br /><br /> Since the cherry wore with use, the common practice was to make the cherry as large as possible. The cherry would last longer, but the large bullets had to be sized. This was rationalized as being good so the bullets could be sized to the correct diameter. Unfortunately most lubricator sizers did an inferior job due to poor alignment, and early sizing dies were improperly designed. Sizing always damages a bullet and the poor quality of lubricator sizers made this worse. This was demonstrated many times, but the constraints of the manufacturing process prevented any solution. <br /><br /> The design of commercial molds had to fit all firearms and be useable with any alloy. Bullet bodies were usually oversize and bullet noses undersize. Loading manuals were not much help, they instructed to size bullets to the standard groove diameter, measuring this was seldom mentioned. Recommended loads were frequently far too heavy. The result was the general belief that cast bullets were inaccurate; this was not true.<br /><br /><div class="edit" style=""> Accurate shooting with cast bullets had been going on for years by Schuetzen competitors using custom bullets carefully breach seated in special rifles. This type of shooting was of little help or interest to the millions of commercial rifle owners. A few individuals, through experimentation or just luck, of a good fit between a commercial mold and a rifle were able to develop accurate loads. These loads and rifles were highly coveted and the information on the load development jealously guarded. Shooting matches had money prizes, no sense helping the competition. <br /><br /> Colonel Harrison changed all this with his articles in the American Rifleman in the 1960&#39;s. He showed correct dimensioned cast bullets of proper alloy could be exceptionally accurate with appropriate loads. Elmer Keith did the same for revolvers, increasing the power and accuracy and giving birth to truly accurate, powerful handguns. Now the correct dimensions for cast bullets were known. The problem was the dimensions were different for each firearm. <br /><br /> The cherry machining process was still the only one available. Custom mold makers like Hensley and Gibbs had multiple cherries for the same bullet, you could order a specified diameter. Some mold makers would produce a custom cherry, but this was expensive. Custom molds were therefore costly, but the advantage of bullets cast very close to the desired diameter or of special design to fit the gun was worth the cost for shooters wanting maximum accuracy. <br /><br /> Mass-produced bullet molds were greatly improved by the knowledge of the correct dimensions and modern machining methods. However, they still could not provide perfect fit for an individual gun. If a mass-produced mold happens to be correct for your rifle or pistol, you may get superb accuracy. For shooters having guns with non­standard dimensions, mass produced molds do not work. <br /><br /> Lathe boring provided a way to make custom molds without a cherry. The greater problem was lathe boring required a good machinist to translate the design into a mold cavity, especially for the accurate replica needed for multiple cavity molds. <br /><br /> Computer assisted machining (CAM) has now solved this problem. Now molds can have the exact design and size to give maximum accuracy and velocity potential in any firearm. The size limitations on CAM lathe boring still exist, but CAM can also produce cherries much more exactly and inexpensively. Even small diameter cast bullets have benefited. <br /><br /> The problem now is <i style="">you </i>the consumer are the designer. You can greatly benefit from the new technology, <br /><br /><div class="edit">but you can also make mistakes. With freedom comes responsibility, you can easily order a bullet which will not fit or will not be accurate. <br /><br /> <b>First: Think! </b>What do you want the bullet to do? <br /><br /> Design decisions have multiple effects some very different and frequently opposite each other. Meplat size influences terminal effect on game, ballistic coefficient and long-range stability. A big meplat gives good knockdown on game but will limit range and maybe stability. Seating depth affects powder space and velocity. You may want shallow seating for maximum powder capacity/velocity, but this can limit engraved length, which may limit velocity. More or larger lube grooves can increase accuracy and velocity potential, but will reduce engraved length, which will limit accuracy and velocity. You must balance the competing factors. <br /><br /> <b>Then: </b>Measure! You cannot have a custom mold made unless you know the dimensions of the gun. If you plan to use the bullet in several guns of the same caliber, the dimensions of the bullet must fit all the guns. This may mean a compromise in accuracy or performance to gain utility. <br /><br /> <b>You must know: </b>The bore and groove diameter of the barrel, type of rifling and the rifling twist. The rifling twist will set a limit on the length and thus weight of the bullet. If you want the bullet to fit in the magazine this may limit the nose length. Measurement must be made at the front and rear of the barrel which may be different. The type of throat and exact measurements must be known. <br /><br /> In a pistol you need to consider the maximum overall length, seating depth in the cartridge and throat length. In a revolver you need the chamber dimensions, chamber lead, ball seat diameter plus the cylinder length measurement. <br /><br /> You should consider: Will it fit in the magazine? Will it stabilize with the twist rate? Will it fit in the cylinder of a revolver? Will it seat so deep in the case the case bulges and will not chamber? Will it feed in a semi auto? Will the base extend into the powder space below the case neck? Will it fit in a dirty gun? Do you need a gas check? A crimp groove? Where should the crimp groove be located? <br /><br /> Some other considerations: shape of the lube grooves, number of lube grooves, depth of lube grooves, lube groove ahead of the gas check or gas check against the base band, plain or bevel base, equal diameter bands or a tapered bullet, nose type secant ogive, tangent ogive with or without a seating shoulder. <br /><br /> <b>Choose your alloy: </b>To get the exact size in a mold, you must specify the alloy. All bullet alloys shrink on cooling. Alloys vary by the amount of shrinkage. Linotype shrinks little, pure lead shrinks more, other alloys are in between. The mold maker needs to know which alloy you will use, the cavity size will be adjusted to give close to the final cast <br /><br /><div class="edit">diameter you specify. <br /><br /> <b>Last: </b>Listen to the experts. Most mold makers are shooters, they know what works. They also get feedback on designs. There is a good chance an existing proven design will do what you want. Slightly modifying a proven design to fit your gun is often the easiest (and safest) method. <br /><br /> Finally, there is still variation! CNC machining is very good but not perfect. Bullet size will also vary with alloy temperature and mold temperature. Different alloy composition will give different sizes and different weights even if the hardness is identical. Do not expect perfection, specifying diameters ± 0.0005 and weight ± 1 grain is not possible. Variations in an individual casting run are larger than this. <br /><br /> It is possible to get a mold made which casts bullets which do not need sizing. This makes using liquid lubricants possible and will save time and expense. However, a change to a different alloy may give bullets undersize for the gun, a sure recipe for poor shooting. As-cast bullets vary slightly in diameter, if you need exact diameter, get a mold which casts slightly larger and size to the desired diameter. Sizing die diameters can be easily varied and will produce a more consistent diameter. <br /><br /> Final control rests with you. It is a wonderful time to be a cast bullet shooter, it is now easy and inexpensive to have a custom bullet mold made. Before most of us had to dream, now we can realize our ideas, but the dream now must face reality. With any authority comes responsibility. <br /><br /></div><br /><br /></div><br /><br /></div><br /><br /></div><br /><br /> </div> </div>]]></content:encoded><pubDate>Tue, 26 Jan 2021 02:20:51 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2021/1/224/designing-your-own-bullets</guid></item><item><title>.32 S&#x26;amp;W Long load with 311008</title><link>http://castbulletassoc.org/blog/article/2021/1/222/.32-s&amp;w-long-load-with-311008</link><description>  The following is an excerpt from the CBA forum by Larry Gibson. 			 32 S&amp;WL; 311008 115 gr SWC; Bullseye &amp; Unique PSI TestA fellow CBF member, JoeJames, who is an aficionado of the 32 S&amp;....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"> The following is an excerpt from the CBA forum by Larry Gibson.<br /><br /></div> </div>	<div class="row">		<div class="col-md-12"> <br /><br /><div class="edit"><strong>32 S&amp;WL; 311008 115 gr SWC; Bullseye &amp; Unique PSI Test</strong><br /><br />A fellow CBF member, JoeJames, who is an aficionado of the 32 S&amp;WL offered up a sufficient quantity of 311008 bullets for a comprehensive test of Alliant’s Bullseye and Unique powders.  The nominal weight is 115 gr but Joes’, cast of COWW + 2% tin, weighed in at 116 gr fully dressed…..close enough for government work…… His bullets were sized at .312 and lubed with 50/50 lube.<br /><br />I used my 10” barreled TC Contender barrel for the pressure and velocity testing. <strong> I lose about 200 fps when the same loads are fired in my 3” M30 S&amp;WL</strong> and a bit over 100 fps when they are fired in my 6 ½” Ruger SS 32 H&amp;R.  The Oehler M43 PBL was set up at the local range.  Bench position used with sandbag rests.  The Contender barrel has an old TC 2.5X scope on it, not the best but sufficient for testing purposes.<br /><br /></div><br /><br /> </div>	</div>	<div class="row">		<div class="col-md-6"> 		<figure>						<img 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"> 		<figcaption>							The Thomspon Center Contender rigged to the pressure testing equipmnet.<br /><br />						</figcaption>						</figure> 	</div> 	<div class="col-md-6"> 		<figure>						<img src="data:image/jpeg;base64,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"> 	 		<figcaption>							Pressure and chronograph testing <br /><br />						</figcaption>						</figure> 	</div>	</div>	<div class="row">		<div class="col-md-12"> <br /><br /><div class="edit">The temperature during the test ran from 77 to 82 degrees. Humidity was26% and the barometric pressure was 29.82.  Target is at 50 yards. <br /><br />There is little current data available using 115 gr cast bullets in the 32 S&amp;WL.  The last really relevant data was found in the Lyman #3 CBH.  As you can see from the pressure measurement data of this test it appears the Lyman data for their listed max load of Bullseye is somewhat mild while their max load listed for Unique is a bit heavy, especially for use in older weaker break top revolvers and those having “pot metal” solid frames. <br /><br />Thus, JoeJames and I had settled incremental testing of both Bullseye (2.3, 2.5, 2.8 and 3.0 gr) and Unique (2.5, 2.8, 3.0, 3.3, 3.5 and 3.8 gr).  Both powders are of Alliant manufacture.  I used a Lee powder thrower as it throws both powders evenly.  Thrown powder charges were set using an Ohaus 10-0-5 scale.  Ten rounds of each increment was loaded for testing.<br /><br />Cases were R-P 32 S&amp;WLs loaded on Hornady dies.  Primers were Winchester WSPs for all charges.  A mid range charge was selected for each powder and was also tested using CCI 500 primers.  The 311008s were seated to an OAL of 1.257 and a slight roll crimp was applied just under the front drive band.  <br /><br /><div><br /></div></div><div class="edit">Accuracy of all the loads except the 3.8 gr load of Unique was 2” or less at 50 yards.  That’s about the best I can do these days off sand bags.  The 3.8 gr Unique load with its high psi obviously obturated the bullet more in the longer 32 H&amp;R chamber giving some leading in the throat and first couple inches of barrel.  May have been some gas cutting going on also.  The 50 yard group opened up to about 5”.<br /><br />Here is the test data for each powder:<br /><br /> <strong>Bullseye Powder</strong><br /><br /><strong>Increment…..Vel……SD….......ES……psi(M43)….SD………ES</strong><br /><br />2.3 gr……….863 fps…7 fps…..20 fps….14,900……600…......1,800<br /><br />2.5 gr……….908 fps…14 fps....36 fps….15,900…...1,500……4,400<br /><br />2.5 gr……….902 fps…10 fps…35 fps….15,300……500……..1,800…..CCI 500 primers<br /><br />2.8 gr……….977 fps…..7 fps….22 fps….17,800……400…….1,200<br /><br />3.0 gr……….1028 fps...12 fps…43 fps….20,300……700…….1,900<br /><br /><strong>Unique Powder</strong><br /><br /><strong>Increment…..Vel……SD….......ES……psi(M43)….SD………ES</strong><br /><br />2.5 gr………849 fps…21 fps…..69 fps….13,600…...600……..1,900<br /><br />2.8 gr………886 fps…19 fps…..54 fps….14,100……500…….1,400<br /><br />2.8 gr………886 fps…22 fps…..61 fps….14,500……900…….2,500….CCI 500 primers<br /><br />3.0 gr………951 fps…18 fps…..55 fps….16,300……800…….2,400<br /><br />3.3 gr……...1010 fps…15 fps….41 fps….18,000…...1,100…...3,400<br /><br />3.5 gr……...1062 fps…15 fps….47 fps….21,400…...1,500…...4,200….max Lyman CBH #3<br /><br />3.8 gr……...1134 fps…10 fps….30 fps….24,700……1,100…..3,900<br /><br />Now, please, before complaining about “hot rodding” or “over loading” the 32 S&amp;WL cartridge understand that I am not recommending anyone load any of these charges.  Given the wide discrepancy in quality and strength available in 32 S&amp;WL revolvers each must make up their own mind what they deem “safe” in the revolver they have.  The choice is theirs if they have 115 +/- cast bullets and wish to load Bullseye or Unique.  For my own M30 S&amp;W (pictured) I have loaded 12 rounds each using the remaining 311008s of Bullseye (2.8 gr) and Unique (3.3 gr) to chronograph and test for accuracy and POI at 25 yards.  I deem those loads as entirely safe in my M30 as previously test 32 S&amp;W (which is proclaimed to be safe in all 32 S&amp;WLs) because they do not exceed the highest 32 S&amp;W psi measured [18,900 psi] in the same test gun.  I will edit this post and post the chronographed velocities when I get them.<br /><br /></div><br /><br /> </div>	</div>	<div class="row">		<div class="col-md-6"> 		<figure>						<img 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"> 		<figcaption>							ABOVE: The Smith &amp; Wesson .32 S&amp;W Long with rounds carrying Lyman&#39;s 311008.  RIGHT: The 311008.<br /><br />						</figcaption>						</figure> 	</div> 	<div class="col-md-6"> 		<figure>						<img src="data:image/jpeg;base64,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"><figcaption>						</figcaption>						</figure> 	</div>	</div>]]></content:encoded><pubDate>Tue, 12 Jan 2021 01:13:59 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2021/1/222/.32-s&amp;w-long-load-with-311008</guid></item></channel></rss>