It was found that the cooling rate of castings becomes smaller as the diameter of cores becomes smaller with the increase of the sectional area and mass of castings and moreover that the cooling rate varies with the number of eutectic cell and mechanical strength
1). The solidification time of cylindrical castings is a function of n-th power of casting' modulus. The n-th value of an index number is obtained to be n=1.74 in numerical calculation and n=1.76 in experimental value, and thus in both cases approximates n≒1.8. As a result, an equation of the solidification time of castings expressed as t
f=K(V/S)
1.8 is obtained. (2) A straight linear relationship, by the logarithmic graph, can be established between n-th power of casting' modulus (M), average cooling rate (V
s) and number of eutectic cells (N
e), from which equations V
s=BM
−nf, N
e=FM
−nf are obtained. Here, the f value becomes close to f≒1, thus n=1.8 is obtained. (3) The mechanical strength is considered to be closely related to the reciprocal of the casting' modulus, and the appropriate equation obtained was
σB=K
1[1/(V/S)]
n, H
B=K
2[1/(V/S)]
n, wherein the K value varies with mass and material quality. (4) The relationship between the cooling rate of the cylindrical castings, mechanical strength and number of eutectic cell is
σB=C
1V
sf, H
B=C
2V
sf, N
e=EV
sf. (5) While, the relationship between mechanical strength and the number of eutectic cell is
σB=H
1N
ef, H
B=H
2N
ef. Thus, these relationships are considered to be expressed in general terms by the following equation : Y=aX
b.
抄録全体を表示