------------------------------------------------------------------------------- Division I Offense Defense Overall Rank Team Record Rating Rank Rating Rank Rating ------------------------------------------------------------------------------- 1 Harvard 17 1 0 3.85 5 0.80 1 0.880 2 Minnesota Duluth 22 3 1 4.40 1 1.28 4 0.848 3 New Hampshire 21 3 1 3.94 4 1.22 3 0.830 4 Wisconsin 18 6 2 3.39 8 1.09 2 0.811 5 St. Lawrence 19 7 0 4.06 3 1.79 7 0.763 6 Mercyhurst 19 5 2 4.14 2 1.96 9 0.748 7 Minnesota 19 4 3 3.31 9 1.78 6 0.701 8 Clarkson 18 5 3 2.54 16 1.42 5 0.675 9 Dartmouth 11 7 3 3.52 7 2.38 14 0.639 10 Princeton 8 8 4 2.52 17 1.87 8 0.598 11 Connecticut 16 4 4 2.80 11 2.11 11 0.598 12 St. Cloud State 15 7 4 2.56 15 2.19 12 0.555 13 Ohio State 12 11 3 3.26 10 2.95 22 0.540 14 Boston College 8 9 6 2.44 19 2.34 13 0.516 15 Providence 11 10 3 2.64 13 2.58 17 0.510 16 Wayne State 14 6 2 3.57 6 3.61 27 0.499 17 Minnesota State 6 17 1 2.71 12 2.84 21 0.487 18 Rensselaer 11 10 4 2.00 22 2.10 10 0.486 19 Yale 9 8 4 2.26 21 2.42 15 0.480 20 Colgate 9 11 4 2.35 20 2.55 16 0.475 21 Boston University 7 11 3 2.49 18 2.78 19 0.465 22 Cornell 9 10 1 2.61 14 3.67 28 0.381 23 Brown 3 14 4 1.72 27 2.81 20 0.347 24 Robert Morris 6 15 1 1.78 25 3.13 23 0.322 25 North Dakota 4 20 4 1.72 26 3.25 24 0.300 26 Niagara 6 14 4 1.88 24 3.77 29 0.276 27 Northeastern 5 15 2 1.95 23 3.98 31 0.267 28 Bemidji State 4 19 3 1.06 31 2.59 18 0.257 29 Quinnipiac 3 18 4 1.61 28 3.82 30 0.234 30 Maine 1 19 3 1.27 30 3.27 25 0.229 31 Vermont 3 18 1 1.32 29 3.60 26 0.210 32 Union 0 19 2 0.56 32 4.32 32 0.075 ------------------------------------------------------------------------------- Average Team: 2.57 2.57 ------------------------------------------------------------------------------- Home Ice Advantage = *// 1.054 Goals Per Game. ------------------------------------------------------------------------------- Mean Scoring Rate: 2.57 -------------------------------------------------------------------------------Based on 377 Division I Games. Only the games between two of the
Note: WCHODR is based on a multiplicative model.