Changes between Version 16 and Version 17 of DevelopmentActivities/AccelerationSpinup


Ignore:
Timestamp:
2012-01-13T10:42:39+01:00 (12 years ago)
Author:
dsolyga
Comment:

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  • DevelopmentActivities/AccelerationSpinup

    v16 v17  
    278278'''Results :''' 
    279279 
    280 We launched ORCHIDEE for 250Y on the same point described above then we restart and solve the system for 5 years. We obtained the same 
     280I launched ORCHIDEE for 250Y on the same point described above then I restart and solve the system for 5 years. We obtained the same 
    281281results as ORCHIDEE in 7000Y (we tested the PFT 6 also)! [[BR]] 
    282282 
     
    285285 * when the starting condition is OK, we solve the system until the stopping condition is reached (that will stop the job) 
    286286 
     287== WORK DECEMBER 2011/JANUARY 2012 == 
     288 
     289After the meeting of September 2011, we agree that is unuseful to start the algebraic method without the equilibrium of the biomass (litter inputs).[[BR]] 
     290 
     291For testing this point, I make a 250Y run without the method. Then I solve for 5Y after restarting this job. [[BR]] 
     292[[BR]] 
     293For the PFT 10 and the PFT 6, I obtain good results (0.05% relative error to the referenced values - 7000Y ORCHIDEE run). [[BR]] 
     294We divide the simulation lenght by 6 for the grasses  
     295and by 12 to have the same relative error (see above)! [[BR]] 
     296 
     297It proves well that the analytic spinup is very sensitive to the biomass and its equilibrium. 
     298 
     299 
     300=== 1) First implementation : === 
     301 
     302In order to optimize the time for the equilibrium of the biomass, we look at 3 criterions (2 fluxes and one stock): 
     303 * turnover_daily_accu : the cumulated sum of the turnover daily over the forcing period  
     304 * bm_to_litter_accu : the cumulated sum of bm_to_litter over the forcing period 
     305 * biomass : the stock of biomass 
     306 
     307If the relatives errors for the three previous criterions between two forcing period is less than a given threshold (in %) simultaneously, we start the 
     308algebraic method.[[BR]] 
     309 The error is calculated by taking the maximum relative error over all the biomass compartment. To simlify the survey, we set the same 
     310threshold for the three criterions.[[BR]] 
     311 
     312If this condition cannot be reached, we force after the resolution after a prescribed length defined by the user (typically 
     313the estimated time for the biomass to be at equilibrium). [[BR]] 
     314 
     315 
     316Similarly, the carbon equilibrium is not reached until a threshold defined by the user is reached. We consider the maximum relative error over the carbon pools.[[BR]] 
     317 
     318The simulation finishes when the equilibrium is reached or normally. 
     319 
     320'''Conclusion :''' 
     321 
     322I test this method for the PFT 6 and PFT 10. 
     323 
     324I conclude that we cannot set a strict criterion over the carbon (0.01%) and over the biomass (0.1% didn't work) due to the reactif pools (metabolic litter : 
     325a little variation implies a "big" relative error). [[BR]] 
     326So we decide to focus only to the passive pool for computing the error. 
     327   
     328 
     329=== 2) Second implementation : === 
     330 
     331The same as above except the relative error for the carbon is based on the passive pool only. [[BR]] 
     332We choose to set the threshold for the carbon to 0.01%.[[BR]] 
     333 
     334I make a run whose the simulation lenght was 500Y max. [[BR]] 
     335If the biomass equilibrium is not reached, the resolution start after 495Y for the last five years.[[BR]] 
     336 
     337Here are the results for the PFT 6 : 
     338 
     339 
     340|| BIOMASS THRESHOLD || TIME EQUILIBRIUM BIOMASS || PASSIVE THRESHOLD || SPINUP LENGTH || SOLUTION || 
     341|| 0.5% ||  85Y || 0.01% || 246Y || || 
     342|| 0.3% || 103Y || 0.01% || 222Y || || 
     343|| 0.2% || 118Y || 0.01% || 206Y || || 
     344|| 0.1% || 495Y (forced resolution) || 0.01% || 498Y || || 
     345 
     346For the PFT 10, the maximum length simulation was 200Y. The forced resolution start after 195Y. 
     347|| BIOMASS THRESHOLD || TIME EQUILIBRIUM BIOMASS || PASSIVE THRESHOLD || SPINUP LENGTH || 
     348||  ||  Y || 0.01% || Y || 
     349||  ||  Y || 0.01% || Y || 
     350||  ||  Y || 0.01% || Y || 
     351||  || 495T (forced resolution) || 0.01% || 498Y || 
     352 
     353 
     354'''Conclusion :''' 
     355 
     356The threshold 0.1 % for the biomass stock cannot be reached so I have to wait 200Y for the equilibrium of the biomass for the grasses![[BR]] 
     357 
     358Because of the grasses and of the intrisic instabilities of the model, we decide to make a third change. [[BR]] 
     359For the biomass criterions, we focus now only on the fluxes : turnover_daily_accu and bm_to_litter_accu. [[BR]] 
     360We look at the relative errors every 10 years (decennal mean of the fluxes). 
     361 
     362 
     363 
     364=== 3) Third implementation : === 
     365 
     366In order to reduce intrisic instabilities of the model which affect the method, we look at the relative error on the decennal mean fo the biomass fluxes.[[BR]] 
     367 
     368For the same reason, we solve the spinup system every 10 years after the starting of the method. I used the same protocol for the PFT 6 and 10 described  
     369above : 
     370 
     371Results for PFT6 : 
     372 
     373|| BIOMASS THRESHOLD || TIME EQUILIBRIUM BIOMASS || PASSIVE THRESHOLD || SPINUP LENGTH || NUMBER OF SYSTEM RESOLUTION || SOLUTION || 
     374|| 0.5% ||  90Y || 0.01% || 330Y || 15 || || 
     375|| 0.25% || 210Y || 0.01% || 311Y || 11 || || 
     376|| 0.1% || 250Y || 0.01% || 260Y || 2 || || 
     377|| 0.01% || 340Y || 0.01% || 361Y || 3 || || 
     378 
     379Results for PFT10 (only one test made): 
     380 
     381|| BIOMASS THRESHOLD || TIME EQUILIBRIUM BIOMASS || PASSIVE THRESHOLD || SPINUP LENGTH || NUMBER OF SYSTEM RESOLUTION || SOLUTION || 
     382|| 0.1% || 40Y || 0.01% || 60Y || 3 || || 
     383 
     384 
    287385 
    288386