Rheometer and process of curing and testing rubber

Claim 2

A process of curing and testing a rubber sample comprising: (a) heating the rubber sample; (b) making at least a plurality of measurements of the resistances of the rubber sample during heating, to generate a plurality of resistance measurements; (c) determining, from the resistance measurements, a minimum resistance S min ; (d) determining, following S min and from the resistance measurements, the maximum S max ' of change of the resistance; (e) determining, from the resistance measurements, the occurence of a rate of change of the resistance S det ' of approximately a selected ratio to the maximum rate of change S max '; (f) determining, from the resistance measurements, the resistance S det at which the rate of change equals S det '; (g) determining, from the resistance measurements, the rate of change S det " of the rate of change of the resistance in proximity to the rate of change S det '; (h) predicting an expected maximum resistance Y of the rubber sample during the heating according to the relationship Y=S.sub.det +(S.sub.det ' (i-S.sub.det '/(S.sub.det "×K)))/2 where K is a constant; and (i) terminating the test and cure based on the expected maximum resistance Y.

Claim 3

The process of claim 1 in which the measurements of the resistance of the rubber sample S are measurements of the resistance of the rubber sample to motion of an oscillating member.

Claim 4

The process of claim 2 in which the measurements S are measurements of the torque of the oscillating member.

Claim 5

The process of claim 3 in which the measurements are measurements of the torque at peak stress of the oscillating member.

Claim 6

The process of claim 1 in which the measurements of resistance are the averages of successive actual measurements of resistance, and in which the actual measurements are made approximately 200 times per minute.

Claim 7

The process of claim 1 further comprising, before step (d), the step of determining an intermediate resistance S int which is a selected amount ΔS from the minimum resistance S min , and in which the step (d) begins following the determination of the intermediate resistance S int .

Claim 8

The process of claim 1 in which the selected ratio of S det ' to S max ' is 0.25.

Claim 9

A process as in claim 1 in which the steps (e) through (h) are performed repetitively, once each for a plurality of selected ratios of the rate of change of the resistance S det ' to the maximum rate of change S max '.

Claim 10

A process as in claim 1 in which the curing and testing of the sample is terminated before the resistance measurements correspond to the expected maximum resistance.

Claim 11

A process as in claim 1 in which the heating is performed in a heated curing chamber.

Claim 12

A process as in claim 1 in which the steps (c) through (i) are performed by digital analysis of the resistance measurements.

Claim 13

A process as in claim 1 in which the steps (c) through (i) are performed by analog methods.

Claim 14

A process of successively curing and testing rubber samples comprising: (a) loading the samples successively into a rheometer having a heated curing chamber for the samples, an oscillating rotor for testing the resistance of the samples to motion of the rotor, limit switches for repetitively indicating the precise moments of peak stress on the sample, at least one strain gauge for sensing torque upon the rotor caused by resistance of the rubber samples to motion of the rotor; (b) heating each rubber sample in the curing chamber; (c) oscillating the rotor and energizing the limit switches and strain gauge during the heating of each sample to generate a plurality of measurements of the resistance of the rubber sample, in the form of the measurements of the torque T upon the rotor at peak stress; (d) averaging successive measurements of the torque upon the rotor at peak stress to generate a plurality of average torque values; (e) comparing the average torque values to each other to generate a minimum average torque value T min ; (f) comparing the average torque values to the minimum average torque value to generate a first selected average torque value T int which is approximately a selected amount greater than the minimum average torque value; (g) manipulating at least several of the average torque values following the first selected average torque value T int , to generate a maximum first derivative value T max ' of said average torque values; (h) manipulating the average torque values which follow the average torque values corresponding to the maximum first derivative value T max ' to generate a selected first derivative value T det ' of approximately a selected ratio to the maximum first derivative value; (i) determining a second selected average torque value T det corresponding to the selected first derivative value T det '; (j) manipulating the average torque values close in time to the second selected torque value T det to generate the second derivative T det " of the average torque values at the second selected torque value T det ; calculating a predicted maximum torque Y, and thereby a predicted maximum resistance of the rubber sample, according to the formula Y=T.sub.det +(T.sub.det '(1-T.sub.det '/(T.sub.det "×K)))/2 where K is an acceleration scale factor; and terminating the heating of each sample after the calculation of the predicted maximum torque Y.

Claim 15

A process of successively curing and testing rubber samples comprising: (a) loading the samples successively into a rheometer having a heated curing chamber for the samples, an oscillating rotor for testing the resistance of the samples to motion of the rotor, limit switches for repetitively indicating the precise moments of peak stress on the sample, at least one strain gauge for sensing torque upon the rotor caused by resistance of the rubber samples to motion of the rotor; (b) heating each rubber sample in the curing chamber; (c) oscillating the rotor and energizing the limit switches and strain gauge during the heating of each sample to generate a plurality of measurements of the resistance of the rubber sample, in the form of the measurements of the torque T upon the rotor at peak stress; (d) averaging successive measurements of the torque upon the rotor at peak stress to generate a plurality of average torque values; (e) comparing the average torque values to each other to generate a minimum average torque value T min ; (f) comparing the average torque values to the minimum average torque value to generate a first selected average torque value T int which is approximately a selected amount greater than the minimum average torque value; (g) manipulating at least several of the average torque values following the first selected average torque value T int , to generate a maximum first derivative value T max ' of said average torque values; (h) manipulating the average torque values which follow the average torque values corresponding to the maximum first derivative value T max ' to generate a selected first derivative value T det ' of approximately a selected ratio to the maximum first derivative value; (i) determining a second selected average torque value T det corresponding to the selected first derivative value T det '; (j) manipulating the average torque values close in time to the second selected torque value T det to generate the second derivative T det " of the average torque values at the second selected torque value T det ; calculating a predicted maximum torque Y, and thereby a predicted maximum resistance of the rubber sample, according to the formula Y=T.sub.det +(T.sub.det '(1-T.sub.det '/(T.sub.det "×K)))/2 where K is an acceleration scale factor; and terminating the heating of each sample after the calculation of the predicted maximum torque Y.

Claim 16

A process as in claim 15 in which the selected amount by which the first selected average torque value T int exceeds the minimum average torque value T min is approximately one deci-newton-meter.

Claim 17

A process as in claim 15 in which the selected ratio of the selected first derivative value T det ' to the maximum T max ' is approximately 0.25, and K is approximately 0.45.

Claim 18

A process of curing and testing a rubber sample comprising: (a) heating the rubber sample; (b) making at least a plurality of measurements of the resistances of the rubber sample during heating, to generate a plurality of resistance measurements; (c) determining, from the resistance measurements, a minimum resistance S min ; (d) determining, following S min and from the resistance measurements, the maximum rate S max ' of change of the resistance; (e) determining, from the resistance measurements, the occurence of a rate of change of the resistance S det ' of approximately a selected ratio to the maximum rate of change S max '; (f) determining, from the resistance measurements, the resistance S det at which the rate of change equals S det '; (g) determining, from the resistance measurements, the rate of change S det " of the rate of change of the resistance in proximity to the rate of change S det '; (h) predicting an expected maximum resistance Y of the rubber sample during the heating according to a relationship relating Y, S det , S det ' and S det "; and (i) terminating the test and cure based on the expected maximum resistance Y.

Claim 19

A process of curing and testing a rubber sample comprising: (a) heating the rubber sample; (b) making at least a plurality of measurements of the resistances of the rubber sample during heating, to generate a plurality of resistance measurements; (c) determining, from the resistance measurements, a minimum resistance S min ; (d) determining, following S min and from the resistance measurements, the maximum rate S max ' of change of the resistance; (e) determining, from the resistance measurements, the occurence of a rate of change of the resistance S det ' of approximately a selected ratio to the maximum rate of change S max '; (f) determining, from the resistance measurements, the resistance S det at which the rate of change equals S det '; (g) determining, from the resistance measurements, the rate of change S det " of the rate of change of the resistance in proximity to the rate of change S det '; (h) predicting an expected maximum resistance Y of the rubber sample during the heating according to a relationship relating Y, S det , S det ' and S det "; and (i) terminating the test and cure based on the expected maximum resistance Y.