
We all understand the point of the platoon advantage, right? Get hold of that, and ride it to total success!
Well, maybe not.
But there is clear value in getting your righthanded batters facing lefties, and vice versa—to the degree that you have decent hitters, anyway. Scrubs don’t suddenly start to club doubles right and left simply because they face the opposite hand more often. Same goes for pitchers, too, of course—but with the opposite polarity.
In the old days I used to do various studies simply to see if the game had splits “properly” coded. That time is mostly passed. OOTP has been pretty good about this on the whole for a very long time. But now I like to do it to give me an idea of exactly how strong the advantage has actually been in play. How much value am I getting by hunting that handedness advantage?
After size weeks, we have a little grub to work with, so why not?
Let’s see how important the platoon advantage has been through mid-May.
As of May 8th, there have been over 40,000 plate appearances in BBA games. Here are the results of those plate appearances based on whether the pitcher or batter held that platoon advantage (note that, naturally, switch hitters always hold the platoon advantage):
Stat | Adv B | Adv P | Total |
---|---|---|---|
PA | 21910 | 18357 | 40267 |
AB | 20026 | 16901 | 36927 |
1B | 3307 | 2877 | 6184 |
2B | 1058 | 849 | 1907 |
3B | 118 | 82 | 200 |
HR | 656 | 540 | 1196 |
CI | 5 | 2 | 7 |
E | 201 | 199 | 400 |
BO | 28 | 30 | 58 |
FC | 16 | 16 | 32 |
FO | 5548 | 4702 | 10250 |
GO | 5110 | 4494 | 9604 |
K | 3979 | 3110 | 7089 |
HBP | 93 | 94 | 187 |
BB | 1642 | 1284 | 2926 |
IBB | 93 | 34 | 127 |
Here’s how that breaks out into classical stats:
Advantage | BABIP | BA | OBP | SLG | OPS |
---|---|---|---|---|---|
B | .291 | .257 | .318 | .420 | .737 |
P | .287 | .257 | .314 | .413 | .727 |
ALL | .289 | .257 | .316 | .417 | .733 |
So, there we have it. Of most intellectual interest is that, despite there being a .004 BABIP advantage to holding the platoon advantage, that isn’t translating into batting average. At least not yet. Even at 40K plate appearances, one can argue that in context of the league’s surroundings, the sample size has not stabilized. I’m not smart enough to figure that out, so take it for what it is. There is also the weather effect to take into account. Offense will tend to heat up was the weather does.
But the rest of the data shows that platoon advantage is filtering through OBP, and into SLG, and therefore, into OPS, at about a .010 advantage.
My gut reaction is that this is a little less than I was expecting.
Again, though, we’re only six weeks into the season.
Batter Data
Here’s some more interesting information, too. Let’s look at how batters of various flavors (RHB, LHB, Switchies) are doing against pitcher handedness:
Batter Vs. | BABIP | BA | OBP | SLG | OPS |
---|---|---|---|---|---|
LHB | .296 | .262 | .323 | .432 | .756 |
L | .285 | .248 | .309 | .393 | .702 |
R | .300 | .266 | .328 | .444 | .772 |
RHB | .288 | .257 | .316 | .415 | .731 |
L | .288 | .254 | .318 | .413 | .731 |
R | .288 | .259 | .315 | .416 | .731 |
SHB | .282 | .245 | .302 | .390 | .693 |
L | .258 | .237 | .295 | .396 | .691 |
R | .292 | .248 | .305 | .388 | .693 |
Total | .289 | .257 | .316 | .417 | .733 |
Interstinger and interestinger.
Note that, at present, our RHB are faring just about as well against RHP as they are Lefties (or are doing equally poorly against LHP as they are against Righties. LHB are, as one would expect, are getting kicked in the teeth by LHP, but are your best bet against Right handed tossers.
Then we come to the very interesting case of switchies.
Switch hitters are, on the whole, just not capable of much umpf. Their sub .700 OPS is the weakest of the bunch. But look at those splits. That’s interesting. Switch hitters hitting right handed are several points higher in the OBP category, while losing out in the Slugging category.
Not sure what to make of it all, but’s fun to think about.
Team Data
And, finally, here is one more chart full of information about our teams. Specifically, how often are we enjoying the platoon advantage.
Bat Team | PA | B | P | %Adv |
---|---|---|---|---|
Calgary Pioneers | 1277 | 932 | 345 | 73.0% |
Rocky Mountain Oysters | 1240 | 801 | 439 | 64.6% |
Chicago Black Sox | 1223 | 768 | 455 | 62.8% |
Boise Spuds | 1261 | 784 | 477 | 62.2% |
Phoenix Talons | 1331 | 823 | 508 | 61.8% |
Bikini Krill | 1211 | 740 | 471 | 61.1% |
Jacksonville Zombies | 1212 | 723 | 489 | 59.7% |
Charm City Jimmies | 1261 | 744 | 517 | 59.0% |
Madison Wolves | 1227 | 719 | 508 | 58.6% |
Las Vegas Hustlers | 1323 | 765 | 558 | 57.8% |
Long Beach Surfers | 1237 | 713 | 524 | 57.6% |
Louisville Sluggers | 1250 | 716 | 534 | 57.3% |
Montreal Blazers | 1218 | 696 | 522 | 57.1% |
Valencia Stars | 1228 | 699 | 529 | 56.9% |
Omaha Cyclones | 1281 | 710 | 571 | 55.4% |
San Antonio Outlaws | 1270 | 696 | 574 | 54.8% |
Yellow Springs Nine | 1224 | 670 | 554 | 54.7% |
Twin Cities River Monsters | 1251 | 669 | 582 | 53.5% |
New Orleans Crawdads | 1251 | 668 | 583 | 53.4% |
Mexico City Aztecs | 1286 | 676 | 610 | 52.6% |
Portland Lumberjacks | 1240 | 650 | 590 | 52.4% |
Atlantic City Gamblers | 1264 | 647 | 617 | 51.2% |
Sacramento Mad Popes | 1318 | 666 | 652 | 50.5% |
Austin Shredders | 1303 | 651 | 652 | 50.0% |
Des Moines Kernels | 1223 | 601 | 622 | 49.1% |
Nashville Bluebirds | 1240 | 607 | 633 | 49.0% |
San Fernando Bears | 1318 | 645 | 673 | 48.9% |
Vancouver Mounties | 1250 | 605 | 645 | 48.4% |
Charlotte Flyers | 1268 | 581 | 687 | 45.8% |
Cape Fear Swamp Foxes | 1305 | 596 | 709 | 45.7% |
Brooklyn Robins | 1277 | 547 | 730 | 42.8% |
Hawaii Tropics | 1268 | 433 | 835 | 34.1% |
Calgary leads the league in platoon advantage by a considerable distance. Followed by Rocky Mountain, Chicago, and Boise.
Hawaii’s hitters have faced the disadvantage more often than any other team, followed by Brooklyn, Cape Fear, and Charlotte.
Again, what does it mean? I don’t know. I suppose it says something about roster construction, and possibly game strategy employed by our managers. But you tell me.
Here’s the same data by pitching team:
Pitch Team | PA | B | P | %Adv |
---|---|---|---|---|
New Orleans Crawdads | 1266 | 564 | 702 | 55.5% |
Portland Lumberjacks | 1254 | 561 | 693 | 55.3% |
Jacksonville Zombies | 1274 | 584 | 690 | 54.2% |
Brooklyn Robins | 1307 | 607 | 700 | 53.6% |
Vancouver Mounties | 1266 | 598 | 668 | 52.8% |
Valencia Stars | 1284 | 607 | 677 | 52.7% |
Bikini Krill | 1215 | 579 | 636 | 52.3% |
Phoenix Talons | 1284 | 637 | 647 | 50.4% |
Charlotte Flyers | 1252 | 628 | 624 | 49.8% |
San Fernando Bears | 1262 | 634 | 628 | 49.8% |
Hawaii Tropics | 1278 | 645 | 633 | 49.5% |
Chicago Black Sox | 1218 | 623 | 595 | 48.9% |
Montreal Blazers | 1216 | 630 | 586 | 48.2% |
Twin Cities River Monsters | 1253 | 656 | 597 | 47.6% |
Madison Wolves | 1252 | 659 | 593 | 47.4% |
Des Moines Kernels | 1232 | 649 | 583 | 47.3% |
Austin Shredders | 1338 | 733 | 605 | 45.2% |
Louisville Sluggers | 1250 | 690 | 560 | 44.8% |
Rocky Mountain Oysters | 1234 | 696 | 538 | 43.6% |
Atlantic City Gamblers | 1230 | 697 | 533 | 43.3% |
Calgary Pioneers | 1229 | 702 | 527 | 42.9% |
Omaha Cyclones | 1272 | 730 | 542 | 42.6% |
Cape Fear Swamp Foxes | 1256 | 735 | 521 | 41.5% |
Nashville Bluebirds | 1178 | 696 | 482 | 40.9% |
Long Beach Surfers | 1273 | 756 | 517 | 40.6% |
Yellow Springs Nine | 1264 | 757 | 507 | 40.1% |
Boise Spuds | 1297 | 780 | 517 | 39.9% |
Charm City Jimmies | 1255 | 757 | 498 | 39.7% |
Sacramento Mad Popes | 1238 | 771 | 467 | 37.7% |
Mexico City Aztecs | 1337 | 846 | 491 | 36.7% |
Las Vegas Hustlers | 1293 | 827 | 466 | 36.0% |
San Antonio Outlaws | 1279 | 907 | 372 | 29.1% |