In one way, the Tigers looked pretty good. Their OPS differential was 0.036. Their hitters had an OPS of 0.720 while their pitchers allowed 0.684. That should bring a winning record (more on this below).
But what about by leverage? This table shows how the Tigers did in different leverage situations and what their differentials were in each case
|
|
Low Lev |
Med Lev |
High Lev |
|
Hitting |
0.714 |
0.752 |
0.673 |
|
Pitching |
0.638 |
0.701 |
0.759 |
|
Differential |
0.076 |
0.051 |
-0.086 |
Notice that they had by far their lowest hitting OPS in High Leverage situations while the reverse was true for pitching. They allowed their highest OPS in High Leverage situations.
The Tigers hitters had the 4th highest overall OPS in the AL at .720 (AL Avg was .712). Yet they had the 3rd lowest OPS in High Leverage situations at .673 (AL Avg was .711).
The Tiger pitchers had the 4th lowest overall OPS allowed in the AL at .684 (AL Avg was .717). Yet they had 5th highest OPS allowed in High Leverage situations at .759 (AL Avg was .719).
How much difference might this make?
To find the impact of OPS differential on winning percentage I ran a regression all teams from 2021-2025. The dependent variable was team winning percentage and the independent variable was OPS differential. Here is the equation:
Pct = 1.21*OPSDIFF + .4997
|
|
Tigers Hitting |
Tigers Pitching |
AL Avg-Hit |
AL Avg-Pit |
|
Total HR% |
2.93% |
2.78% |
3.01% |
3.02% |
|
Low HR% |
3.17% |
2.45% |
3.11% |
3.06% |
|
Med HR% |
2.87% |
2.66% |
3.07% |
3.14% |
|
High HR% |
2.53% |
3.83% |
2.66% |
2.71% |