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Corvallis, OR

Willamette Park

Permanent course
3.555(based on 38 reviews)
5908 ft. - 6124 ft. Metric
Mostly Flat
Moderately Wooded
18 Holes
18 Baskets

Willamette Park

Course conditions:

  • Unplayable
  • Bad
  • Decent
  • Good
  • Perfect

This beautiful course, bordering natural areas and a formal park setting, is one of the oldest courses in Oregon. The course is dotted with indigenous foliage including many large Pine, Oak, White Oak, Douglas Fir, and a variety of Maple. There are alternate pin positions on every hole, and now newly installed concrete tee-pads in 2017. There is just enough open space that this course is a deceptive challenge, that will lull you into a false sense of security, and watch out for the 9 holes with OB in play(marked by the concrete pylons throughout the course)..

The course is one of the two home courses of the Oregon State University Disc Golf Club, as well as the 2017 USDGC Champion Nate Sexton.

Designer(s): Willamette Disc Golf Club
Year established: 1999
Multiple Tees / Pins: No / Yes
Par Info: 54
DGCR SSE: [ ? ] 51.4
Rounds Recorded / Average Score: 205 / 58 138 / 58
Tee Type: Concrete
Hole Type: DISCatcher
Discs lost: 10
Misc. info.:
Camping nearby very cart friendly


Local Directions:

From I-5 take the Corvallis exit, this will be Highway 34. Stay on Hwy 34 over the bridge that spans the mighty Willamette River. Once over the river you are in downtown Corvallis. Take a left on 4th street (this is Highway 99 South) with one way traffic. Follow 4th street to south Corvallis. You'll soon cross a small bridge and the traffic will be two way again. This is now 3rd street (still Highway 99 South). Continue away from Corvallis about 1 mile. Look for the big green Willamette Park sign. Take a left on Goodnight Ave. This is the road that runs into the park. Go down the dirt road about 100 yards the kiosk and hole #1 is right behind the yellow gate on your left.

Latitude / Longitude:
44.537266, -123.25076 degree
Hole #6 Tee
Hole #6 (Taken 10/2022) DerekTonn
Par / Distance: 3 / 267ft.

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