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Primary Productivity Joji Ishizaka (Hydrsopheric, Atmospheric Research Center, Nagoya University)
What is Primary Production?
•Why Primary Production?
•Definition (Biomass and Rate)
•Phytoplankton Groups
•Measurements and Estimation
2
生態系ピラミッド
(Saijo, 2002)
/year
/year
/year
/year
Global Carbon Cycle (Sarmiento et al., 2002)
3
Characteristics of ocean primary production in the global carbon cycle • Small stock (biomass)
• Large flux (photosynthesis/respiration)
• Large portion of respiration
• No change after human activity ?
Definition of Primary Production
•Rate at which energy is stored by photosynthetic or chemosynthetic action of producer organisms (autotrophic organisms), in the formation of organic substances
• Production of basic organic materials for heterotrophic organisms
4
Primary Producers in the Ocean
•Phytoplankton
•Macroalgae
•Attached microalgae
•Chemosynthetic Bacteria
Photosynthesis
6CO2 + 12H2O +Light Energy → 6CH2O + 6H2O + 6O2
Gross Primary Production (Photosynthesis) Net Primary Production (Photosynthesis - Respiration)
Respiration 6CH2O + 6H2O + 6O2 → 6CO2 + 12H2O + Energy
5
Chemosynthesis (sulfur bacteria)
H2S + 2O2 → H2SO4 + Energy
6CO2 + 6H2O +Energy
→ 6CH2O + 6O2
Biomass and Production Biomass (Concentration)
Mass/Volume : g-chl.a/L, = mg-chl.a/m3
Mass/Area : mg/m2
Production (Rate)
Mass/Volume/Time : mgC/L/day
Mass/Area/Time : mgC/m2/day, gC/m2/year
Production/Biomass (Activity) PB
Mass/Mass/Time : mgC/mg-chl.a/day
Function of Temperature, Light, Nutrients, Species...
6
Phytoplankton Groups • Cyanobacteria (Blue-Green Algae) • Rhodophyceae (Red Algae) • Cryptophyceae (Crypotomonads) • Chrysophyceae (Chrysomonads, Silicoflagellates) • Bacillariophyceae (Diatoms) • Raphydophyceae (Chloromonads) • Xanthophyceae (Yellow-Green Algae) • Eustigmatophyceae • Prymnesiophyceae (Coccolithophorids, Prymnesiomonads)• Euglenophyceae (Euglenoids) • Prasinophyceae (Prasinomonads) • Chlorophyceae (Green Algae) • Dinophyceae (Dinoflagellates)
Cyanobacteria Trichodesmium Synechococcus Prochlorococcus
Red tide in tropical waters, N2 fixation
Recently found Abundant in Open Ocean
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Diatoms (Centric, Pennate)
Chaetoceros Navicula
Most Abundant in Coastal Water Shell of Silica
Diatoms
8
Coccolithophorids
Plates of CaCO3 Sometimes form white water
Coccolithophore Bloom in Araska 1997 Spring
9
Dinoflagellates
Ceratium Gimnodinium
Some times forms Harmful Algal Bloom or Red Tide Some species are heterotrophic
Dinoflagellate (HAB species)
(Raphidophyte)
10
Food Chain
Lalli and Parsons
Zooplankton (Protozoa)
11
Zooplankton(Copepods)
Ryther, 1969 (Science)
Area
(x106
km2)
Primary
Production
(gC/m2/y)
Number
of Trophic
Level
Transfer
Efficient
(%)
Fish
Production
(mgC/m2/y)
Global Fish
Production
(x103 t/y)
Open
Ocean 322 50
(1)
5 10 0.5
(1)
150
(1)
Coastal 26.2 100
(2)
3 15 340
(680)
9000
(60)
Upwell-
ing 0.4 300
(6)
1.5 20 36,000
(72,000)
14,400
(100)
12
Estimation of Global Primary Production
Riley (‘46) 126 DO method, several stations
Steemann Nielsen (‘55) 15 14C methods
Ryther (‘69) 20 Ocean:Coast:Upwelling= 90:9.9:0.1
Koblentz-Mishke et al.(‘70)
23 7000 data
Lieth and Whittaker (‘75) 18.6 Fleming (‘57)
Platt and Sabbarao (’75) 31 Summaries areal data
Eppley and 19.1 Modified Koblentz-Mishke et al. (‘70)
Peterson (‘79) 23.7 Modified Platt and Subba Rao (‘75)
Romankevich(‘84) 25 Modified Koblentz-Mishke et al. (‘70)
Shushkina (‘85) 56 130 stations (‘68-’82)
Berger et al. (‘87) 26.9 8000 stations (mostly ‘70-)
Martin et al. (‘87) 51 Ryhter (‘69) method + Clean Method
Longhurst et al. (‘95) 45-51
Satellite data (CZCS) + biological provinces
Measurements of Primary Production by 14C/13C
Light Bottle
Dark Bottle
Net Primary Production
Blank
+NaH14CO3
Organic 14C・13C
Sampled water in bottle Add 14C or 13C(HCO3
- ) hrs~1day incubation (Same Light Condition) Carbon in Organic Matter
13
Incubation In situ Method
Simulate In situ Method
Sverdrup (1955) The Place of
Physical Oceanography in the
Oceanographic Research
14
Longhurst et al. (1995)
Controlling Factors • Phytoplankton Biomass
• Light (Energy Source)
• Nutrients (Material Source)
–Macro: NO3, NO2, NH4, PO4, SiO2
–Micro: Fe,,,
• Temperature (Chemical Reaction Speed)
• Phytoplankton Group
15
Environmental Control of Photosynthesis
TemperatureNutrientsLight
PB
Light is required for energy.
Nutrients are required for material.
Temperature controls rate of chemical reaction.
Satellite Primary Production Model
16
Chl-a, SST, PAR → GLI Primary Production (April-June 2004)
JAXA
Different Type of Primary Production Models (Behrenfeld and Falkowski, 1997)
• Wavelength-Resolved Models (WRMs) -(WTDRM)
• Wavelength-Integrated Models (WIMs)-(TDRM)
• Time Integrated Models (TIMs)-(DRM)
• Depth-Integrated Models (DIMs)-(IM)
700
400 0
* )(),,(),(
Sunset
Sunrise
Zeu
Z
dtdzdzChlaztPARzPP
Sunset
Sunrise
Zeu
Z
dtdzzChlztPARzPP0
)(),()(
Zeu
Z
B dzzChlDLzPARzPPP0
)()()(
ZeuChlDLPARPPP optB )0()0(
17
Depth Resolved Primary Production Model
PB
PB
Wavelength, Time, Depth Resolved Primary Production Model (Ishizaka et al., 1998) based on (Morel, 1991)
18
Off Sanriku Apr. 26, 1997 Oyashio, Warm Core Ring, Kuroshio
OCTS derived Primary Production off Sanriku
19
Chl.a(0)
Day Length (DL) P
AR
Euphotic
Zone
(Zeu)
Integrated
Chl.a
Surface
Zeu
Dep
th
PP/Chl.a
PBopt
IPP
VGPM (Vertically Generalized Production Model) Behrenfeld & Falkowski (1997)
eu
b
opt ZaChlDLPARfPIPP 0.0
IPP : Integrated Primary
Production
・Behrenfeld&Falkowski(1997)
→Pbopt (7th Order Polynomial
of SST)
Modified Behrenfeld and Falkowski (1997)
Two Phytoplankton Community Model of PBopt
(Kameda and Ishizaka, 2005)
IPP =
0.66125 PBopt [E0 / (E0 + 4.1)] Zeu Cz0 Dirr
PBopt = f (SST) B&F 7th order polynomial
PBopt = f (SST, CHL) K&I
CHL = CHLS + CHLL
Prod = ProdS CHLS + ProdLCHLL
20
Temperature Dependence of PBopt
(Behrenfeld and Falkowski, 1997)
Temperature-Chlorophyll Dependent Model of PB
opt (Kameda & Ishizaka, 2005) PB
opt = (0.071 T -3.2E-3 x T2 + 3.0E-5 x T3)/Chl
+ (1.0 + 0.17 T – 2.5E-5 x T2 – 8.0E-5 x T3)
21
Estimating marine primary productivity in coastal and
pelagic regions across the globe: An evaluation of satellite-based
ocean color models Biogeoscience Discussion
Vincent S. Saba, Marjorie A. M. Friedrichs, David Antoine, Robert A.
Armstrong, Ichio Asanuma, Michael J. Behrenfeld, Aurea M. Ciotti, Mark
Dowell, Nicolas Hoepffner, Kimberly J. W. Hyde, Joji Ishizaka, Takahiko
Kameda, John Marra, Frédéric Mélin, André Morel, John O’Reilly, Michele Scardi, Walker O. Smith Jr., Tim J. Smyth, Shilin Tang, Julia Uitz, Kirk
Waters, Toby K. Westberry
(Yamada et al., 2006-JO)
Primary Production in the Japan Sea by K&I Model (Yamada et al, 2005)
22
Verification of K&I Model in the Sea of Japan
↑with in situ PBopt
↓Verification of PBopt
(Yamada et al, JO-2005)
(Siswanto et al., 2006-JO)
Primary Production Measurements in the East China Sea
23
(Siswanto et al., 2006-JO)
B&F, K&I In situ PBopt
Verification of VGPM in the East China Sea
B&F
K&I
Depth Dependent Model
VGPM
Siswanto
(East ECS)
Gong & Liu
(West ECS)
K&I
B&F
Verification of PBopt
in the East China Sea
(Siswanto et al., 2006-JO)
24
● 02
●
●
●
●
● F1
S1 S2
Sagami Bay
1999-2003
(49 Stations)
Tokyo Bay
(Ishizaka et al.,
JO-2007)
Verification in the Sagami Bay Behrenfeld & Falkowski (1997) Kameda & Ishizaka
Integrated
Primary
Production
PBopt
(Ishizaka et al.,
JO-2007)
25
PBopt and
SST , Chl(0), PAR
SST
Chl(0)
PAR
(Ishizaka et al., JO-2007)
PBoptModel in the Sagami Bay
PBopt =
(0.071 T -3.2E-3 + 3.0E-5 T3)/Chl
+ (1.0 + 0.17 T – 2.5E-5 T2 – 8.0E-5 T3)
PBopt =
(-12.2+1.17 T - 0.025 T2)/Chl
+ (13.3 + 0.916 T – 0.0191 T2)
(Ishizaka et al., JO-2007)
26
Predicted PBopt
B&F
K&I
Sagami Bay Model
Parameter Adjustment of VGPM
(original B&F) 0.66125 PBopt PAR/(PAR+4.1) DL Chl(0) Zeu
In situ PBopt
(best fit) 4.19 PBopt PAR/(PAR+336)DL Chl(0) Zeu
In situ PBopt
IPP=
27
Results of Sagami Bay Model and Global Models
RMSE=247
RMSE=392
RMSE=1182
Sagami Bay Model
B&F
K&I
ARIAKE BAY
28
(a)modeled PB
opt and Zeu (b) in situ PBopt and Zeu
(c) modeled PBopt and in situ Zeu (d) in situ PB
opt and modeled Zeu With in situ Chl-a
• (a) BF suggested and in situ PB
opt
• (b) MB suggested and in situ Zeu
29
(a) in situ 1/Zeu and anph (b) calculated Zeu from multiple regression relationship and measured Zeu (c) QAA-based Zeu and in situ Zeu.
● PBopt variations based on datasets of this study,
○ model of Behrenfeld and Falkowski (1997), ◇ SST-dependent model of model of Gong and Liu (2003), △ model of Kameda and Ishizaka (2005) □ model of Siswanto et al. (2006)
30
(a)original OC4v4 (b) optimized OC4v4 (c) original Tassan (d) optimized Tassan
(a)13C-based in situ IPP (b) FRRF single instantaneous cast-based
31
• Japan Sea: OK with open ocean model.
• East China Sea: Pbopt SST dependency
• Sagami Bay: Pbopt, Integration(?)
• Ariake Bay (Turbid): Pbopt, Zeu, Chl-a
Summary • Primary Production is important parameter
for ecosystem dynamics.
• With Satellite, it is easy to calculate.
• Some models with different complexity are available.
• However, parameters are different regionally, and at present measurements and tuning of the model is necessary, especially coastal environment is challenging.
32
References and suggested readings • Ishizaka, J., E. Siswanto, T. Itoh, H. Murakami, Y. Yamaguchi, T. Ishimaru, S.
Hashimoto and T. Saino (2007): Verification of Vertically Generalized Production Model and Estimation of Primary Production in the Sagami Bay, Japan. J. Oceanogr. 64, 517-524.
• Siswanto, E., J. Ishizaka and K. Yokouchi (2006) Optimal primary production model and parameterization in the eastern East China Sea. J. Oceanogr. 62, 361-372.
• Yamada, K., J. Ishizaka, H. Nagata (2005) Spatial and temporal variability of satellite estimated primary production in the Japan Sea from 1998 to 2002. J. Oceanogr. 61, 857-869.
• Kameda, T. and J. Ishizaka (2005) Size-fractionated primary production estimated by a two-phytoplankton community model applicable to ocean color remote sensing. J. Oceanogr. 61, 663-672.
• Carr, M. E., M.A.M. Fredrichs, M. Schmeltz, M.N. Aita, D. Antoine, K.R. Arrigo, I. Asanuma, O. Aumont, R. Barber, M. Behrefeld, R. Bidigare, E. Buitenhuis, J. Campbell, A. Ciotti, H. Dierssen, M. Dowell, J. Dunne, W. Esaias, B. Gentili, S. Groom, N. Hoepffner, J. Ishizaka, T. Kameda, C. LeQuere, S. Lohrenz, J. Marra, F. Melin, K. Moore, A. Morel, T. Reddy, J. Ryan, M. Scardi, T. Smyth, K. Turpie, G. Tilstone, K. Waters, Y. Yamanaka (2006): A compariosn of global estimates of marine primary production from ocean color. Deep-Sea Res. II, 53, 741-770.
References and Suggested Readings
• Ishizaka, J. (1998): Spatial distribution of primary production off Sanriku, Northwestern Pacific, during spring estimated by Ocean Color and Temperature Scanner (OCTS). J. Oceanogr., 54, 553-564.
• Behrenfeld, M. J. and P. G. Falkowski (1997): A comumers guide to primary productivity models. Limnol. Oceanogr. 42: 1479-1491.
• Behrenfeld, M. J. and P. G. Falkowski (1997): Photosynthetic rates derived from satellite-based chlorophyll concentration. Limnol. Oceanogr. 42: 1-20.
• Longhurst, A., S. Sathyendranath, T. Platt and C. Caverhill (1995): An estimate of global primary production in the ocean from satellite radiometer data. J. Plankton Res. 17: 1245-1271.
33
References and Suggested Readings • 2010 Saba, V.S., M.A.M. Friedrichs, M.-E. Carr, D. Antoine, R.A. Armstrong,
I. Asanuma, O. Aumont, N.R. Bates, M.J. Behrenfeld, V. Bennington, L. Bopp, J. Bruggeman, E.T. Buitenhuis, M.J. Church, A.M. Ciotti, S.C. Doney, M. Dowell, J. Dunne, S. Dutkiewicz, W. Gregg, N. Hoepffner, K.J.W. Hyde, J. Ishizaka, T. Kameda, D.M. Karl, I. Lima, M.W. Lomas, J. Marra, G.A. McKinley, F. Melin, J.K. Moore, A. Morel, J. O’Reilly, B. Salihoglu, M. Scardi, T.J. Smyth, S. Tang, J. Tjiputra, J. Uitz, M. Vichi, K. Waters, T.K. Westberry, and A. Yool, Challenges of modeling depth-integrated marine primary productivity over multiple decades: A case study at BATS and HOT, Global Biogeochem. Cycles, 24, GB3020, doi:10.1029/2009GB003655.
• Saba, V.S., M.A.M. Friedrichs, D. Antoine, R.A. Armstrong, I. Asanuma, M.J. Behrenfeld, A.M. Ciotti, M. Dowell, N. Hoepffner, K.J.W. Hyde, J. Ishizaka, T. Kameda, J. Marra, F. Melin, A. Morel, J. O'Reilly, M. Scardi, W.O. Smith Jr., T.J. Smyth, S. Tang, J. Uitz16, K. Waters, and T.K. Westberry (2011) An evaluation of ocean color model estimates of marine primary productivity in coastal and pelagic regions across the globe, Biogeosciences, 8, 489-503.