northwest advanced renewables alliance douglas-fir biomass and nutrient removal under varying...
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Northwest Advanced Renewables Alliance
Douglas-fir biomass and nutrient removal under varying harvest intensities designed for co-production of timber and biofuel
Kristin Coons, Doug Maguire, Doug Mainwaring, Andy Bloom, Rob Harrison, and Eric Turnblom
http://liferefocused.wordpress.com/
Background• Biofuel is a viable, renewable
alternative to fossil fuels.
• The leading national level assessment proposes displacing 30% of the petroleum consumed in the U.S.
• Biofuel produced from forests comprises 50% of energy derived from all biomass in the U.S.
• The majority of aboveground biomass in the PNW is Douglas-fir.
OutlineI. Background
II. Objectives
III. Hypotheses
IV. Study Sites
V. Methods
VI. Preliminary Results
Knowledge Gap• Current biomass equation insufficiencies:
Based on only diameter at breast height (DBH)
Developed on stands with limited range in stand density, height-diameter combination, and stem profile
Lack of inclusion of above- and below-ground components
Not applicable on a scale pertinent to biofuel production.
• Implications of differing types and intensities of biomass harvest to long term site productivity are not known.
ObjectivesI. Quantify nutrient and
biomass contents of the major tree components and understory vegetation
II. Model of biomass and nutrient distribution in stands managed under varying silvicultural regimes.
III. Infer or estimate the long term implications to site productivity
HypothesesH1: Large portions of the above-ground biomass can be removed for biofuel production without declines in long-term site productivity.
H1a: Whole tree harvest
(aboveground)
H1b: Stem only harvest
H1c: Stem with other clean chip
components harvest
Leaching
Atmospheric Deposition
Uptake Rate
Mortality Rate
Decomposition Rate
Cation Exchange Capacity
Nutrient Model
Weathering
Understory vegetation
Tree Sampling Installations• 4 Stand Management
Cooperative (SMC) TYPE 1 installations
• 4 Vegetation Management Research Cooperative (VMRC)
• Large trees from operational units
SMC IntallationsNo. - Location Site index Initial stems/ac704 - Ostrander Road 120 575705 - East Twin 90 700718 - Roaring River 128 400726 - Toledo 135 362
Data Sources for Biomass Equations
0
1
2
3
4
20 25 30 35Height (m)
Cou
nt
SITE
ET
LF
PC
RR
0
1
2
3
5 10 15 20Crown Length (m)
Cou
nt
SITE
ET
LF
PC
RR
0.0
0.5
1.0
10 20 30 40 50Diameter at Breast Height (cm)
Cou
nt
SITE
ET
LF
PC
RR
Individual Tree Stem Mass
• Double Bark Thickness Equation- Maguire and Hann 1990
• Inside Bark Volume Taper Equation - Walter and Hann 1986
• Sapwood Taper Equation- Maguire and Batista 1996
• Mass estimated using volume and weighted average density
Individual Tree Branch and Foliage Mass
Live branches (X) = a0 (BrD)a1 (RHACB) a2 (DINC) a3
Dead Branches(X) = b0 (BrD) b1 (RHAB) b2
X = Foliage or Wood mass (g)
BrD = Branch diameter (mm)
DINC = Depth into crown (m)
RHACB = Relative height above
crown base (m)
RHAB = Relative height above tree base (m)
Branch Diameter (mm)
Whole tree biomass models tested……Linear Models
•Ln(B) = β0 + β1Ln(dbh) + β2Ln(ht) + β3Ln(cl) + β3(cl) + β4(cbl) + β4Ln(cbl)
Non-Linear Models•B = βo dbh 1β
•B = βodbh 1 β * ht 2β
•B = βodbh 1 β * ht 2β * cl 3β
•B = βodbh 1 β * ht 2β * e 3*clβ
•B = βodbh 1 β * ht 2β * cbl 3β
•B = βodbh 1 β * ht 2β * e 3*cblβ
Weights –1 / dbh–1 / dbh2
–1 / (ht * dbh2)–1 / (ht2 * dbh2)–1/ (ht * dbh2)2
–1 / (cl * dbh2)–1 / (cl2 * dbh2)–1/ (cl * dbh2)2
http://gemtreeart.com/
*D = DBH (cm), H= Height (m), CL = Crown length, CBL=Clear bole length (m)
Site Independent
Equations
Relationship between dbh, height, and total biomass for the SMC Type 1 sites, constructed
with a site-independent model.
*Crown length fixed at 14 (m) and clear bole length at 12.5(m)
Average N, P, K, Mg, Ca and
S by site
0
200
400
ET LF PC RRSITE
NU
TR
IEN
T(
kg/h
a )
NUTRIENT
ca
k
mg
n
p
s
0
50000
100000
150000
200000
250000
300000
ET LF PC RRSITE
BIO
MA
SS
( k
g /
ha )
COMPONENT
BK
DEAD
FOL
HRT
LIVE
SAP
TOT
Average nitrogen by component on SMC TYPE 1 sites
0
100
200
ET LF PC RRSITE
NIT
RO
GE
N (
kg/h
a)
COMPONENT
BK
DEAD
FOL
HRT
LIVE
SAP
TOT
Distribution of Forest residuals with logging systems in Western Oregon
Photo: Francisca Belart
Photo: http://www.jmbrowninglogging.com/logging/shovel-logging.htm
WT- Cable loggingWT- Shovel logging
Nutrient Concentration Variability
0
1000
2000
3000
4000
5000
b ca cu fe k mg mn p s znNutrient
Nutr
ient
Conce
ntr
atio
n (
mg/k
g)
0
1000
2000
3000
4000
5000
b ca cu fe k mg mn p s znNutrient
Nutr
ient
Conce
ntr
atio
n (
mg/k
g)
0.0
0.5
1.0
1.5
nNitrogen
Nitr
ogen
Con
cent
ratio
n (%
)
Component biomass averaged by site over
treatment types
presentation title
ET LF PC RR
0
100
200
300
400
control fert thin control fert thin control fert thin control fert thinTREATMENT
BIO
MA
SS
( M
g /
ha )
COMPONENT
BK
DEAD
FOL
HRT
LIVE
SAP
TOT
More Specific Plot Treatments
presentation title
Installation Site Index (ft @50 yrs) Initial stems/ac
Treatment
ISPA: RD55-->RD35, RD55-->RD40, RD60-->RD40, . . .704 – Ostrander Road 120 575 ISPA/2: RD55-->RD35, no further thinning ISPA/4, no thinning ISPA: RD55-->RD35, RD55-->RD40, RD60-->RD40, .705 - East Twin 90 700 ISPA/2: RD55-->RD35, no further thinning ISPA/4, no thinning ISPA: RD55-->RD35, RD55-->RD40, RD60-->RD40, .718 - Roaring River 128 400 ISPA/2: RD55-->RD35, no further thinning ISPA/4, no thinning ISPA: RD55-->RD35, RD55-->RD40, RD60-->RD40, .726 - Toledo 135 362 ISPA/2: RD55-->RD35, no further thinning ISPA/4, no thinning
Models Tested………Linear Models•Ln(B) = β0 + β1Ln(dbh)
•Ln(B) = β0 + β1Ln(ht)
•Ln(B) = β0 + β1Ln(dbh) + β2Ln(ht)
•Ln(B) = β0 + β1Ln(dbh) + β2Ln(cl)
•Ln(B) = β0 + β1Ln(dbh) + β2(cl)
•Ln(B) = β0 + β1Ln(ht) + β2Ln(cl)
•Ln(B) = β0 + β1Ln(ht) + β2(cl)
•Ln(B) = β0 + β1Ln(dbh) + β2Ln(ht) + β3Ln(cl)
•Ln(B) = β0 + β1Ln(dbh) + β2Ln(ht) + β3(cl)
•Ln(B) = β0 + β1Ln(dbh) + β2Ln(cbl)
•Ln(B) = β0 + β1Ln(dbh) + β2(cbl)
•Ln(B) = β0 + β1Ln(ht) + β2Ln(cbl)
•Ln(B) = β0 + β1Ln(ht) + β2(cbl)
•Ln(B) = β0 + β1Ln(dbh) + β2Ln(ht) + β3Ln(cbl)
•Ln(B) = β0 + β1Ln(dbh) + β2Ln(ht) + β3(cbl)
Non-Linear Models• B = βo dbh 1β
• B = βodbh 1 β * ht 2β
• B = βodbh 1 β * ht 2β * cl 3β
• B = βodbh 1 β * ht 2β * cbl 3β
• B = βodbh 1 β * ht 2β * e 3*clβ
• B = βodbh 1 β * ht 2β * e 3*cblβ
Weights • 1 / dbh• 1 / dbh2
• 1 / (ht * dbh2)• 1 / (ht2 * dbh2)• 1/ (ht * dbh2)2