- Location
- In the shadows of the Rockies
Interesting how this action works. The bolt locks at the rear. When the lever is racked and ready to fire there's a block that slides up into a slot in the rear of the bolt to lock it closed. The block also depresses the safety feature 2 piece firing pin in line so that it will function when struck by the hammer.
The Speer Reloading Manual states their load data doesn't exceed the industry standard working pressure of 28,000 CUP for new Marlin 1895 rifles. I thought it would be interesting to calculate the estimated safe operating chamber pressure of this rifle for reference and illustrative purposes only (not for design).
Chamber pressure should be limited so that bolt thrust doesn't cause the bolt block to yield under shear force (exceed the elastic limit of the steel it's made from).
Shear yield stress SYS = 0.58 TYS (Tensile Yield Stress) [von Mises Yield Criterion]
For AISI 4140 which is typical firearm steel, TYS = 417.1 MPa = 60,495 psi ( http://www.efunda.com/materials/alloys/alloy_steels/show_alloy.cfm?ID=AISI_4140&show_prop=all&Page_Title=AISI%204140 )
Bolt thrust T = chamber pressure P x case head cross-sectional area A = P x A
Block shear stress t = T / block area a = T / a = PA/LW
Re-arranging, chamber pressure to induce bolt block yielding P = LWt/A
From direct measurement, L and W = 0.4"
45-70 case head diameter = 0.505"
P = (0.4)^2 x 0.58 x 60,495 / [pi x 0.25 x (0.505)^2] = 28,028 psi
ANSI PSI = -17902 + 1.51586 ANSI CUP ( https://www.shootingsoftware.com/ftp/psicuparticle2.pdf )
P = 28,028 psi = 30,335 CUP <--- industry standard for this rifle is held to about 90% of this value.
The Speer Reloading Manual states their load data doesn't exceed the industry standard working pressure of 28,000 CUP for new Marlin 1895 rifles. I thought it would be interesting to calculate the estimated safe operating chamber pressure of this rifle for reference and illustrative purposes only (not for design).
Chamber pressure should be limited so that bolt thrust doesn't cause the bolt block to yield under shear force (exceed the elastic limit of the steel it's made from).
Shear yield stress SYS = 0.58 TYS (Tensile Yield Stress) [von Mises Yield Criterion]
For AISI 4140 which is typical firearm steel, TYS = 417.1 MPa = 60,495 psi ( http://www.efunda.com/materials/alloys/alloy_steels/show_alloy.cfm?ID=AISI_4140&show_prop=all&Page_Title=AISI%204140 )
Bolt thrust T = chamber pressure P x case head cross-sectional area A = P x A
Block shear stress t = T / block area a = T / a = PA/LW
Re-arranging, chamber pressure to induce bolt block yielding P = LWt/A
From direct measurement, L and W = 0.4"
45-70 case head diameter = 0.505"
P = (0.4)^2 x 0.58 x 60,495 / [pi x 0.25 x (0.505)^2] = 28,028 psi
ANSI PSI = -17902 + 1.51586 ANSI CUP ( https://www.shootingsoftware.com/ftp/psicuparticle2.pdf )
P = 28,028 psi = 30,335 CUP <--- industry standard for this rifle is held to about 90% of this value.
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