DataBaseball
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Scott Dunn headshot

Players · D · Pitcher · 2006 regular season

Scott Dunn

Age
28
B/T
R/R
Height
6' 3"
Weight
200 lb
Number
#56
Born
May 23, 1978 in San Antonio, TX, United States
MLB debut
September 11, 2004

Compare with…

dbWAR
-.2
Regular season, 2006 only
IP
7.2
ERA
11.74
FIP
7.84
K/9
4.7
FIP−
173
100 = avg

Scott Dunn was a relief pitcher for the Tampa Bay Devil Rays. In 2006 he struck out 4 batters over 7.2 innings across 7 appearances, going 1-0. His ERA of 11.74 was 159.3% higher than the league average of 4.53. Stripping out defence, his 7.84 FIP suggests he pitched better than his ERA shows. He missed bats on 22.9% of swings (9.9% of every pitch he threw), walked 8.9% of the batters he faced and struck out 8.9%. His -0.2 dbWAR is built from that FIP rather than runs allowed, so it credits him for what he controls and not for the defence behind him.

League context

Percentile among qualified pitchers, 2006 regular season.

FIP7.84
K/94.7
WHIP2.74
WAR-.2

Pitching Regular season

Standard and advanced, by season. Regular-season games only. Seasons on file run 2006; his career began in 2004, and earlier seasons are not in this data yet.

Trend
2006TB707.210017104411.747.842.744.74.7259173-0.2—

Platoon splits

How left- and right-handed hitters fare against him.

Opponent batting by the side the hitter bats from, 2006. Counted from play-by-play, so totals can differ from the box-score season line by a plate appearance or two.
SplitPAABHHRBBSOAVGOBPSLGwOBAK%
vs LHB20167023.438.550.563.49815.0%
vs RHB252310221.435.480.870.5634.0%

Not in the 2006 data: pitch types, recorded in every park from 2008. The play-by-play goes back to 2005, but the measurements on each pitch and batted ball arrived later, so the panels built from them are left off this season.

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Scott Dunn
How these are computed

wOBA uses linear weights measured from this season's own play-by-play rather than published constants, and wRC+ is park-adjusted against that same league. dbWAR is our own open implementation — not fWAR or bWAR — and the full derivation, including its simplifications, is on the methodology page.