Gas checks have been in use in munitions since the 1800s. Application of gas checks ranges from use in artillery to pistol and rifle rounds. Gas checks serve many different purposes based on the particular application. In the case of monolithic solid brass/copper projectiles, gas checks are used to prevent buildup of excessive chamber pressures and allow these rounds to achieve velocities comparable to jacketed lead counterparts, while keeping pressures at or below Sporting Arms and Ammunition Manufacturers' Institute (“SAAMI”) maximums. In some instances, gas checks are formed as bands that protrude above the surface of the projectile. In other instances, gas checks are formed as rings in the surface of the projectile.
A commonly used form of gas check is a square-cut gas check, in which annular, square-edged grooves are cut or formed into the bearing surface of a projectile. Thus, leaving a series of cylindrical relief bands alternating with drive bands having the same outer diameter as the bearing surface of the projectile. One major drawback of square-cut gas checks is that the shape of the drive bands and relief bands on gas checks produces aerodynamic drag and turbulence. Indeed, in some instances, turbulence is created around the grooves and rings, as well as increased behind the bullet upon firing. See, for example, the simulated turbulence of a projectile 100A traveling at 2000 fps without a gas check compared to the turbulence behind a projectile 100B with a gas check having square-edged drive bands and relief bands on the bearing surface, in
The Detailed Description is set forth with reference to the accompanying figures. In the figures, the left-most digit(s) of a reference number identifies the figure in which the reference number first appears. The use of the same reference numbers in different figures indicates similar or identical items. Furthermore, the drawings may be considered as providing an approximate depiction of the relative sizes of the individual components within individual figures. However, the drawings are not to scale, and the relative sizes of the individual components, both within individual figures and between the different figures, may vary from what is depicted. In particular, some of the figures may depict components as a certain size or shape, while other figures may depict the same components on a larger scale or differently shaped for the sake of clarity.
This disclosure is directed to gas checks on projectiles. In particular, the disclosure discusses an improved gas check with respect to bullets for pistols and rifles. The dimensions of the various structural elements (e.g., edges/corners/shape of drive bands, relief bands, etc.) of a gas check according to this disclosure vary depending on the caliber of the bullet (or round) for which the gas check structure is calculated. That is, a gas check calculated according to the instant disclosure for a .45 caliber bullet may vary from a gas check calculated for a .50 caliber bullet. Further, the difference between the gas checks of the above example calibers is more than a mere difference in the outer circumference due to the different diameters of the respective bearing surfaces of the bullets.
Depicted in
Inasmuch as the relief band 200a and drive band 200b are annular-shaped grooves around a cylindrical body, the cross-sectional view shown of the profile only includes a bisection of the projectile, where the bisection runs the length of the projectile. Moreover, since the groove shape may be repeated consecutively along the bearing surface of the projectile, only a single relief band 200a is shown. Further depicted are the dimensional components a-e, α, and r, which are related to segments that define the profile of the section of a gas check according to the embodiment disclosed herein. The variable x corresponds to the rifling depth, as discussed further herein.
The dimensional components seen in
As can be seen in
By implementing a gas check on a projectile having a profile that is specified according to the caliber of the projectile and calculated as described herein, it may be possible to minimize the turbulence that occurs along the bearing surface of the projectile during flight, as well as decrease the amount of turbulence that occurs to the rear of the projectile (see
The dimensional component “a” refers to the length of the entire section of a repeating pattern 202 (which includes various segments discussed below), extending between the high points of the bearing surface across a relief band, and is repeated along the bearing surface, where a is calculated as follows:
a=18.125x
The dimensional component “b” represents the distance from a forward edge of the pattern 202 to the center of the pattern 202, extending from a high point on the bearing surface to a low point on the center of the relief band, which distance defines half of the entire repeating pattern. Thus, b is calculated as follows:
b=a/2
The dimensional component “c” represents the length of a bilaterally symmetrical central segment 204 located at the lowest point in the relief band from which the profile of the material of the projectile rises in both lateral directions. According to the instant disclosure, c is calculated as follows:
c=1.975x
The dimensional component “d” represents a portion, specifically half, of the length of the central segment 204 and extends horizontally outward from the central plane bisecting the relief band toward the drive band. Thus, d is calculated as follows:
d=c/2
From the outer end of the central segment 204, the profile of the relief band includes a rising segment 206 that extends transversely to the central segment, rising at an acute angle “α” toward the drive band. This angle α is set at about 8.5 degrees because, while a smaller angle, e.g., 7 degrees, may produce less turbulence, the smaller angle would either elongate the pattern 202 or reduce the depth of the cut (i.e., rifling depth of the barrel x), therefore making the relief band impractical.
The dimensional component “e” represents the length of an upper side segment 208 (i.e., part of the drive band) of the pattern 202, at the bearing surface, which ultimately meets the rising segment of the relief band. After determining the values of a-d and r (discussed below), e is easily determined by accounting for the predetermined value of α.
The dimensional component “r” refers to the radius of the curved segment 210 that extends between the end of the upper side segment 208 and the adjacent end of the rising segment 206 of the relief band. This radius r is calculated as follows:
r=7.5x
The number of drive bands and relief bands to be used is a function of the length of the bearing surface. Additionally, the rifling depth of the barrel x may be set at either the rifling depth or, alternatively, at 0.001″ larger than the rifling depth. In an embodiment, testing showed that a rifling depth +0.001″ may produce a greater reduction in pressure/friction than when the actual rifling depth is used. However, the width of the gas check also increases and whether the increase in width can be used on a particular projectile is determined by the length of the bearing surface of the particular projectile. In another embodiment, a mix-and-match of variable depth grooves may be used.
In addition to an apparatus of a projectile manufactured with a gas check according to the calculated dimensional components discussed above, a method 400 of determining the dimensional components for projectiles and manufacture thereof is also described herewith. The method 400 may include determining the caliber of a projectile (e.g., bullet, artillery, etc.) for which a gas check is desired, in step 402. In step 404, the rifling depth of the barrel x used for directing the projectile is determined based, at least in part, on the determined caliber. The rifling depth value is assigned to the variable “x” for further calculation with the above-described formulas. Note, the determination of the rifling depth value may include increasing that value by 0.001 inch. Step 406 includes calculating the dimensional components a-e and r of the gas check with respect to the rifling depth of the barrel x and a predetermined α. Next, the number of drive bands and relief bands is determined based, at least in part, on the length of the bearing surface of the projectile, in step 408. Step 410 includes manufacturing the projectile with the gas check as determined by the dimensional components calculated. In an embodiment, the projectile is manufactured via injection molding and/or casting.
In an effort to show the superiority of flight performance of a projectile having a gas check profile according to the dimensional components a-e, α, and r, as discussed above, the inventors test fired 10 samples of each of three different types of projectiles. All sample projectiles were the same caliber and were fired using the same firearm. The difference between the three types of projectiles is only in the provision, or lack of, a gas check of either a traditional gas check or a gas check as disclosed herein. In the test, when each sample was fired, the resultant pressure (measured in pounds per square inch “PSI”) that developed in the chamber of the firearm was recorded. Additionally, the velocity (measured in feet per second “FPS”) of each sample projectile was recorded from the same position with respect to the firearm. The results were tabulated and are provided here in TABLE 1 below. The three different types of projectiles are labeled as: “Smooth,” “Traditional Gas Check,” and “Improved Gas Check.”
The smooth projectile has no gas check, but rather has a continuously planar cross-sectional profile across the entire length of the bearing surface. Thus, the smooth projectile has a cylindrical shape of a constant diameter across the length of the bearing surface.
The traditional gas check projectile has a common square-cut gas check in which the bearing surface includes annular grooves formed in the bearing surface such that the sidewalls of the grooves (and likewise the direction of the depth of the grooves) extend radially perpendicular to the surface profile. Thus, the diameter across the length of the bearing surface varies from a drive band area to a relief band area.
To be clear, the profile of the traditional gas check has a “square” transition edge between the repeating drive bands and relief bands (see 100B in
The projectile labeled as the improved gas check projectile has a gas check with a profile shape that is formed based on the results of calculating the values of the dimensional components as discussed above with respect to the instant disclosure, which depends on the caliber of the projectile.
Other than the gas check, or absence thereof as in the smooth projectile, the remaining dimensions of the three tested projectiles were equivalent (e.g., the overall length, the shape of the head, boattail, base, heel, etc.). Furthermore, the material from which the projectiles were made is the same, and the projectiles were manufactured on the same equipment to the same tolerance.
As shown in TABLE 1, pressure and velocity measurements for the three different projectiles show an expected reduction of Maximum Average Pressure (MAP) from the projectiles having the traditional gas check and the improved gas check as compared to the smooth projectiles. Further, the projectiles with a gas check also showed an increase in velocity compared to the smooth projectiles. Notably, while the average pressure reduction in the projectiles with the improved gas check did not reach quite the same amount of reduction as that of the projectiles with traditional gas checks, the average velocity was higher, and the extreme spread (E.S.) was significantly less in both the pressure and velocity compared to the E.S. of both the traditional gas check projectiles and the smooth projectiles. For example, the E.S. of the velocity of the projectiles with an improved gas check is a near 45% improvement over the projectiles with a traditional gas check. Therefore, the resulting conclusion is that a projectile using an improved gas check according to the instant disclosure may provide more consistent projectiles. Such consistency in the performance of a projectile is strongly desired by users in the industry.
Although several embodiments have been described in language specific to structural features and/or methodological acts, it is to be understood that the claims are not necessarily limited to the specific features or acts described. Rather, the specific features and acts are disclosed as illustrative forms of implementing the claimed subject matter.
This application claims priority to U.S. Provisional Patent Application No. 62/568,519, filed Oct. 5, 2017, the content of which is incorporated herein by reference.
Number | Date | Country | |
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62568519 | Oct 2017 | US |