Background
There has been recent interest in producing maple syrup from big leaf maple (Acer macrophyllum) trees located in riparian zones in Washington state. Potential sites require a mininum number of big leaf maple trees at least eight inches in diameter (DBH). Preferred sites also have a proximity to roads and power. Using the 2019 Washington State Forestland Database we identified every potential site that met the minimum criteria of 250 taps within a 4 acre area. A web map was developed with the potential site locations and reference layers.
NRSIG is working with CINTRAFOR on part of this larger project:
Maple Syrup Production from Big Leaf Maple Trees in the Riparian Zones of Washington's Forests
University of Washington will conduct a three-year research project to determine the best practices to facilitate the development of a commercial maple syrup industry in the Pacific Northwest (PNW), specifically in Washington State. The project objectives involve determining the volume of sap and syrup that can be produced according to the following variables: (1) Different elevations, latitude, and climatic zones (2) Collection methods using traditional bucket collection versus high vacuum tubing systems, (3) Size and health of bigleaf maple trees, and (4) Timing of tapping and strategies such as reaming of existing tap holes or re-tapping trees throughout the season (December-March). The research will also provide educational opportunities on how to develop the most successful and cost-effective sugaring enterprises with bigleaf maple in the PNW to bring additional income and diversity to the region’s farming and forestry operations.
Our Work
Gradient Nearest Neighbor (GNN) tree lists were summarized to calculate the number of big leaf maple trees per acre by diameter size class. Sizes classes were determined by the number of taps a tree could support. The smallest size class, from 8 to 15 inches, supports one tap. Every five additional inches of diameter supports one additional tap. The largest tree in the dataset was 98.9 inches. The number of taps per tree was multiplied by the trees per acre and summed across all size classes to calculate the number of taps per acre each GNN inventory represents.
A GNN raster layer links tree lists to locations in the state. Using this reference raster and the GNN tree list summary results, a new raster of taps per acre was created. The resolution of this raster was 104.355 feet (1/4-acres per cell). This raster was generalized to one-acre and four-acre cells by averaging cells in a 2-by-2 and 4-by-4 cell neighborhood, respectively. Potential sites were identified as those four-acre raster cells with at least 50 taps per acre and at least 250 taps per cell.
The potential sites were converted to polygons and intersected with other layers of interest. Owner class, county, WRIA, and WAU were determined using the Washington State Forestland Database. Zonal statistics were used to calculate the average slope and elevation using a 30-meter digital elevation model from the Washington State Department of Natural Resources and annual precipitation from PRISM data (PRISM Climate Group, 2012). A proxy for electricity availability was developed from land use code and improvement value data in the Washington State Forestland Database. Parcels with a developed land use code (< 70) or improvement value > 0 were assumed to have electricity. Sites were intersected with the parcel subset to determine electricity availability.
Results
Over 19,000 potential sites were identified in Washington. The largest number of sites were located in King County, followed by Snohomish, Skagit, Whatcom, and Kitsap counties. Sites in King County also had a slightly higher density of potential taps per site compared to other counties. The variance in the number of sites per county was large, while the variance in the density of taps per site was small.
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)
Deliverables
MapleSyrup_WAUPages_IndexMap.pdf
MapleSyrup_WAUPages.pdf
Big Leaf Maple Syrup Site Potential Online Web Map
Instructions for installing and using the Maple Syrup Web Map on a mobile device
MapleSyrup_Sites.xlsx