Precipitation of <svg     style="vertical-align:-0.18pt;width:13.4px;" id="M1" height="10.4375" version="1.1" viewBox="0 0 13.4 10.4375" width="13.4"  xmlns:xlink="http://www.w3.org/1999/xlink" xmlns="http://www.w3.org/2000/svg">
	
		
			<g transform="matrix(.022,-0,0,-.022,.062,10.15)"><path id="x1D748" d="M355 450h248l-21 -91h-176q8 -17 26 -32t34 -25.5t28.5 -33.5t12.5 -56q0 -91 -82 -157q-82 -65 -193 -65q-89 0 -138.5 47.5t-49.5 129.5q0 111 80 194q40 41 100.5 65t130.5 24zM391 208v1q0 54 -14 88t-45 62q-68 0 -120 -55t-52 -149q0 -69 20.5 -97t67.5 -28
q59 0 101 56t42 122z" /></g>

		
	
</svg> Phase Using General Diffusion Equation with Comparison to Vitek Diffusion Model in Dissimilar Stainless Steels

<table>The diffusivity of <svg height="19.799999" id="M161" style="vertical-align:-4.12354pt" version="1.1" viewbox="0 0 26.174999 19.799999" width="26.174999" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g transform="matrix(.017,-0,0,-.017,.062,14.6)"><path d="M780 372q0 -191 -178 -297q-128 -75 -335 -75h-250l7 27q61 7 77 22t28 76l77 398q11 62 0 76.5t-77 22.5l6 28h292q164 0 258.5 -67.5t94.5 -210.5zM678 375q0 119 -73 180.5t-201 61.5q-62 0 -82 -13q-17 -7 -25 -53l-80 -427q-8 -47 -4 -62t26 -20q24 -6 80 -6
q166 0 262.5 95t96.5 244z" id="x1D437"></path></g>
<g transform="matrix(.012,-0,0,-.012,13.712,5.387)"><path d="M478 372q0 -39 -31 -97t-61 -98t-78 -98q-45 -55 -73 -102q-13 -79 -13 -197q-11 -11 -43.5 -25.5t-53.5 -15.5l-15 17q5 35 26 101.5t47 123.5q8 72 -1.5 174.5t-37.5 178.5q-14 37 -29 37q-20 0 -67 -65l-25 21q37 60 73 90.5t63 30.5q47 0 72 -112q13 -56 17.5 -141.5
t0.5 -143.5h2q155 193 155 297q0 26 -12 47q-5 8 -5 15q0 16 12.5 27t29.5 11q21 0 34 -21t13 -55z" id="x1D6FE"></path></g>
<g transform="matrix(.012,-0,0,-.012,13.712,19.637)"><path d="M719 650v-28q-43 -2 -62 -15t-22 -44q-6 -47 -6 -169v-403h-31l-426 524h-2v-251q0 -111 6 -169q4 -37 24 -50.5t72 -16.5v-28h-237v28q45 2 64.5 16t23.5 49q6 62 6 171v220q0 54 -3 68.5t-17 32.5q-16 19 -34.5 26.5t-54.5 10.5v28h147l418 -502h3v246q0 117 -7 166
q-4 34 -24.5 47t-73.5 15v28h236z" id="x4E"></path></g><g transform="matrix(.012,-0,0,-.012,22.303,19.637)"><path d="M135 536q-20 0 -35 15.5t-15 35.5q0 22 15 37t36 15t35.5 -15t14.5 -37q0 -21 -15 -36t-36 -15zM252 0h-220v26q48 5 59 17t11 63v206q0 47 -9 58t-54 18v24q78 12 142 39v-345q0 -51 11.5 -63t59.5 -17v-26z" id="x69"></path></g>
</svg> and the jump frequencies at various peak temperatures.</table>

Journal of Metallurgy

fig6

Figure 6

Figure 6: Precipitation of <svg     style="vertical-align:-0.18pt;width:13.4px;" id="M1" height="10.4375" version="1.1" viewBox="0 0 13.4 10.4375" width="13.4"  xmlns:xlink="http://www.w3.org/1999/xlink" xmlns="http://www.w3.org/2000/svg">
	
		
			<g transform="matrix(.022,-0,0,-.022,.062,10.15)"><path id="x1D748" d="M355 450h248l-21 -91h-176q8 -17 26 -32t34 -25.5t28.5 -33.5t12.5 -56q0 -91 -82 -157q-82 -65 -193 -65q-89 0 -138.5 47.5t-49.5 129.5q0 111 80 194q40 41 100.5 65t130.5 24zM391 208v1q0 54 -14 88t-45 62q-68 0 -120 -55t-52 -149q0 -69 20.5 -97t67.5 -28
q59 0 101 56t42 122z" /></g>

		
	
</svg> Phase Using General Diffusion Equation with Comparison to Vitek Diffusion Model in Dissimilar Stainless Steels 

Figure 6 | Precipitation of 
	
		
			

		
	
 Phase Using General Diffusion Equation with Comparison to Vitek Diffusion Model in Dissimilar Stainless Steels 

Journal of Metallurgy

Precipitation of Phase Using General Diffusion Equation with Comparison to Vitek Diffusion Model in Dissimilar Stainless Steels

Figure 6