Asked by Eric
A 3.00 g lead bullet traveling at 640 m/s strikes a target, converting its kinetic energy into thermal energy. It's initial temperature is 40.0°C.
(a)Find the available kinetic energy of the bullet.(J)
(b)Find the heat required to melt the bullet.(J)
(a)Find the available kinetic energy of the bullet.(J)
(b)Find the heat required to melt the bullet.(J)
Answers
Answered by
bobpursley
KE=1/2 massbullet* velocity^2
heat required to melt=heat required to change temp to melting poing+heat to change lead to liquid
= mass*specifHeatLead*(Tm-40)+mass*HeatfusionLead
look up the specifice heat of lead, the temperature of melting lead, and finally the heat of fusion for lead.
heat required to melt=heat required to change temp to melting poing+heat to change lead to liquid
= mass*specifHeatLead*(Tm-40)+mass*HeatfusionLead
look up the specifice heat of lead, the temperature of melting lead, and finally the heat of fusion for lead.
Answered by
Graham
bullet mass: M = 3.00g
initial velocity: V0 = 640m/s
initial temperature: T0 = 313.15K
final velocity: V1 = 0m/s
melting point of Lead: T2 = 600.61K
specific heat of lead: C = 0.128J/g/K
latent heat of melting: L = 22.4J/g
(a)Find the available kinetic energy of the bullet.(J)
∆E1 = (1/2)(M)(V1^2-V0^2)
(b) Find the heat required to melt the bullet.(J)
∆E2 = M C (T2-T0) + M L
initial velocity: V0 = 640m/s
initial temperature: T0 = 313.15K
final velocity: V1 = 0m/s
melting point of Lead: T2 = 600.61K
specific heat of lead: C = 0.128J/g/K
latent heat of melting: L = 22.4J/g
(a)Find the available kinetic energy of the bullet.(J)
∆E1 = (1/2)(M)(V1^2-V0^2)
(b) Find the heat required to melt the bullet.(J)
∆E2 = M C (T2-T0) + M L
Answered by
mh
24
There are no AI answers yet. The ability to request AI answers is coming soon!