A statistical look at the 2006 Jay offence in the first half
Thursday, July 06 2006 @ 10:46 AM EDT
Contributed by: Mike Green
The Jay offence has been humming along in the first half of the
season. It's time for a statistical look at the individual
performances, and at some platooning decisions facing John Gibbons.
Balls have been leaving Rogers Centre (the Bandwidth Box?) real fast, and some unfamiliar names have been putting up gaudy
numbers. So, we think that everyone is doing better than their
career norms. Think again. Here are the current year and 3
year weighted average GPA (current year GPA is weighted directly with
previous years, giving 2006 an effective weight of double 2004 and
2005; in Russ Adams' case, his September 2004 performance was given a
weight of .15).
Player |
1 year GPA |
3 year weighted GPA |
Johnson |
.318 |
.267 |
Hinske |
.305 |
.263 |
Wells |
.303 |
.274 |
Rios |
.302 |
.259 |
Zaun |
.301 |
.270 |
Catalanotto |
.301 |
.274 |
Overbay |
.279 |
.283 |
Glaus |
.269 |
.287 |
Hillenbrand |
.265 |
.263 |
Molina |
.243 |
.255 |
Hill |
.228 |
.236 |
Adams |
.199 |
.223 |
The team is performing above the 3 year norms, as a whole.
Some of this is undoubtedly due to park effects. In Alex Rios'
case, there is evidence of a broad-ranging improvement that in a
player's 3rd year at age 25 is not entirely unexpected. Overall,
the team's GPA can be expected to fall somewhat in the second
half. However, the offence so far this year, unlike last
year, has been underefficient, scoring fewer runs than would be
expected from the team GPA. So, the expected decline in team GPA
may not be noticed when the runs scored are tallied.
When Alex
Rios returns to the lineup, a decision will have to be made about the
use of Hinske and Hilenbrand in the DH slot. Here are the 1 year
and weighted 4 year OBP/Slugging Percentages against right-handed
pitchers. For the 4 year averages, I have weighted current year plate
appearances or at-bats at three times the weight of 2003-05 PAs/ABs.
Player |
! yr PA |
1 yr OBP |
1 yr slug |
4 yr weighted PA |
4 yr OBP |
4 yr slug |
Hinske |
109 |
.394 |
.604 |
1574 |
.349 |
.454 |
Hillenbrand |
204 |
.332 |
.469 |
1888 |
.333 |
.448 |
Hmm. 16 points of OBP, 6 point of slugging percentage, 1/2
the double play rate, and more speed on the bases if Hinske starts
against a right-handed pitcher instead of Hillenbrand. As well, this
approach will give John Gibbons a better tactical option when a
right-handed pitcher starts and a LOOGY comes on to face Adams and
later Catalanotto. Rather than pinch-hitting with McDonald for
Adams and then Johnson for Catalanotto, Hillenbrand would be a valuable
pinch-hitting weapon. It seems to me to be very difficult to argue
against a platoon at the DH slot. This would not mean that
Hillenbrand would not play against right-handed pitchers. Troy
Glaus will need a day off every once in awhile, and Hillenbrand can
play third. Alex Rios will need a day off every once in a while;
Hinske has shown that he can play the outfield effectively, and
Hillenbrand can DH on these occasions.
There has been
similar discussion with respect to the use of Benjie Molina rather than
Gregg Zaun against right-handed pitchers. Let's run the numbers
against right-handed pitching:
Player |
1 yr PA |
1 yr OBP |
1 yr slug |
4 yr weighted PA |
4 yr OBP |
4 yr slug |
Zaun |
140 |
.396 |
.552 |
1181 |
.367 |
.443 |
Molina |
141 |
.317 |
.379 |
1281 |
.311 |
.372 |
Wow. 56 points of OBP, 71 points of slugging percentage, and more
speed on the basepaths and a lower double play rate. The only
reasons to play Molina instead of Zaun against a right-handed pitcher
are to give Zaun a rest if a number of them pitch in a row, and
overwhelming preference on the part of a particular starter.
Many of John Gibbons' decisions to date have followed from his
inclination to play the hot hand. Now that performances have
begun to stabilize, a longer look back is valuable for planning usage
patterns over the second half. There are some gains to be made
that could help offset some modest declines that can be reasonably
expected to occur.
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