dklfgj dfgjmpsdklg dfgjdsklfg dfjglksdfjg sdfgjokdfjg dfgjoksdfjg sdfgjksdlfgjsdf gdgjopksdfgj

Growth

Introduction¶

The growth module is a simplified plant growth module developed for simulating pasture and forestry systems module. Whilst simplified in many respects, the major processes relating to growth, resource (water and nitrogen) use and responses to climate and resource supply, partitioning of photosynthate and links to the wider carbon and nitrogen balance are captured within the module. This document summarises the functional components of the module.

Notable features of APSIM-Growth¶

• A flexible method of assimilate partitioning is that is able to maintain structural (stem, branch, large roots, etc) and growth (foliage and fine root) pools.
• A whole plant light use efficiency is used.
• Soil water demand is provided by the micromet module using a Penman-Monteith formulation.
• Germination processes are not modelled, swards or plantations are established.
• Responses to nitrogen supply can be modelled in a simplistic fashion by a single ‘site index' parameter or via a full nitrogen balance and cycle.
• No ‘phenology' is modelled, although, changes in partitioning rules for photosynthate can change with plant development (i.e. size).
  
  

  Example Manager Syntax¶

  Module_name establish plants = ppp (/ha), init_section = ssssss
  
  This statement will establish the sward/plantation where Module_name is the name of the instance of the growth module within the simulation (e.g. Bambatsi or Egrandis), ppp is the plant population and ssssss is the name of the data section used to initialise the new population of plants.
  
  Module_name cut foliage_remove_fr = 0.7, adm_remove_fr = 0.5
  
  This statement will remove 70% of leaves and 50% of stem (adm = above-ground dry matter, refers to structural pools). Biomass is removed from the system. Module_name thin plants_fraction = 0.1, biomass_fraction = 0.05
  
  This statement will remove 10% of population and but only 5% of all above-ground biomass pools (i.e. thinning out of smaller than average sized individuals). Biomass is removed from the system.
  
  

  Module_name kill¶

  This statement will kill the model, sending any remaining biomass to the residue module.
  
  

  Model Components¶

  The APSIM Growth module is based on the lessons learned from other APSIM crop (Keating et al, 2003, Robertson et al, 2002, Wang et al, 2002) and forest (Huth et al, 2001, 2002) productivity models as well as other pasture models such as GRASP (McKeon et al). A range of APSIM modules provide daily data for meteorological conditions and uptake of water and nitrogen and so that time step is used for all growth calculations.
  
  The APSIM Growth module contains two major classes of biomass pools: growth and structural pools. Growth pools are responsible for most growth processes (i.e. leaves intercepting radiation) and water uptake (fine roots). Structural pools are provide sinks for assimilate and nutrients and are used to describe plant properties such as plant height. Structural pools are either above or below ground. The number of structural pools for a given plant model can be user-defined but a standard configuration may only contain stem above ground and a tap root below ground.
  
  Growth is calculated as,
  
  Where ?G is daily growth, R int is daily intercepted solar radiation (MJ/m 2 ), e is the light use efficiency (g/MJ) and F t , F n , F vpd and F w are growth modifiers for temperature, nitrogen, vapour pressure deficit and soil water supply respectively. R int is calculated using crown cover, leaf area, and an assumption of exponential light extinction. F t and F vpd are based on average daily temperature and vapour pressure deficit. Fn is based on leaf nitrogen concentration. Fw is calculated as the ratio of soil water demand and supply.
  
  

  Partitioning of daily Growth¶

  Unlike other APSIM modules, e is a whole plant (above and below ground) light use efficiency. As a result, the daily growh has to be partitioned into foliage, roots, above-ground structure and below-ground structure. The rules for partitioning are described via two main mechanisms: variation in root:shoot ratio and structural fraction of above-ground growth.
  
  Stresses due to deficiency in below ground resources such as water and nutrients is often found to increase the root:shoot ratio. In this module the user can define how increasing severity of stress can increase the proportion of daily growth going into below-ground growth. This extra rooting growth can then assist the plant in accessing scarce resources, depending on the way in which APSIM is configured (e.g. use of the APSIM-SWIM water balance where root length density impacts on root water uptake). Currently, soil water supply, soil water content and plant nitrogen status can all be used to alter the root:shoot ratio of the plants.
  
  The partitioning of above-ground growth changes throughout the growth cycle of plants. The result is the often consistent allometry observed in plants. The Growth module will allow the user to specify how the fraction of above-ground growth going into structure changes with mean plant size. For example, small plants may put proportionally more photosynthate into foliage than larger plants relfecting their need to establish a canopy as against compete with other plants via increased structural/height growth.
  
  On a daily basis, the above two partitioning rules are evaluated. The model will then back-calculate the partitioning into leaf, roots and structure such that root:shoot ratios and growth:structure ratio are conserved..
  
  Leaf Area growth is calculated from leaf growth and a specific leaf area. Similarly, root length calculations utilise a specific root length, with root length partitioned spatially according to supplies and demands for both water and nitrogen.
  
  

  Senescence and Detachment of biomass¶

  Each biomass pool undergoes continual senescence and the resultant senesced material is continually detached from the plant.
  
  Senescence of growth pools (foliage and roots) is calculated using simple first order decay. The user specifies a mean residence time ( in days) which is inverted within the model to provide a decay coefficient. Senescence of foliage is often observed to also show a certain seasonality. This is achieved within the model via use of the daily temperature stress factor and the annual sinusoidal temperature curve such that the annual average mean residence time will equate to that provided by the user but that the daily value will vary around that throughout the year.
  
  Other processes can be responsible for leaf death. Senescence of foliage can also be triggered by low temperatures (i.e. frosting). In this case, low nightly minimum temperatures can specified to fractionally decrease green leaf area. Alternatively, mutual shading of leaves in dense canopies can be specified to decrease leaf area. If total leaf senescence occurs, a small initial leaf area is maintained on the plant in order to initiate further regrowth when conditions are favourable.
  
  Senescence of structural pools is said to follow the patterns in the growth pools. This is achieved by relating the senescence rate of above-ground pools to the senescence rate of foliage and by relating the senescence rate of below-ground pools to the senescence rate of roots. For example, a 1% loss of green leaf may result in a 0.5% loss in live stem mass.
  
  All senesced pools (growth or structural, above or below ground) detach via a first order decay function. Above-ground biomass is added to the surface residues. Below-ground biomass is added to soil organic matter.
  
  

  Plant water use¶

  Plant water demand is calculated using the Micromet module which is developed from the work of Snow et al. 1999 and Kelliher et al. 1995, while plant water supply is calculated using one of the two soil water modules available in APSIM. Please refer to these modules for further information.
  
  Plant water uptake is calculated within the Growth module using the assumption that uptake of water from soil follows a simple first order decay with soil drying.
  
  
  
  

  Plant nitrogen¶

  Plant nitrogen demand is based upon the size of the biomass pools and a target nitrogen concentration for each pool. When nitrogen supply is insufficient to meet all this demand, nitrogen is partitioned according to the sink strength in each pool. If this results in a decrease in leaf nitrogen concentration the plant may experience nitrogen stress.
  
  In extreme nutritional conditions, or in cases where fertility information is unknown, it is possible to constrain the Growth module via use of a site index. In this case, Fn is maintained at a constant value.
  
  

  Uptake of nitrogen¶

  Nitrate-nitrogen can be taken up by the plant via the uptake of water from the soil. If this is insufficient to meet daily demand a set fraction of the unmet demand can be taken up via active uptake processes. This active process is further discounted when soil water content is low.
  
  

  Output Variables¶

  Variable Name	Units	Description
  adm_dead(num_above*)	kg DM /ha	Dry matter in each of the above ground part of dead plants
  adm_green(num_above)	kg DM /ha	Dry matter in each of the above ground part of live plants
  adm_sen(num_above)	kg DM /ha	Senesced dry matter in each of the above ground part of live plants
  Age	years	Age of the plants
  an_green(num_above)	kg DM /ha	N in each of the green above ground parts of live plants
  bdm_dead(num_below**)	kg DM /ha	Dry matter in each of the below ground parts of dead plants
  bdm_green(num_below)	kg DM /ha	Green matter in each of the below ground parts of live plants
  bdm_sen(num_below)	kg DM /ha	Senesced matter in each of the below ground parts of live plants
  Biomass	kg DM /ha	Total above ground dry matter
  bn_green(num_below)	kg N /ha	N in each of the green below ground parts of live plants
  cover or cover_green	0-1	Fractional ground cover from green material
  cover_tot	0-1	Fractional ground cover from all material
  crop_type	Text	Crop type for looking up properties
  dlt_adm_green(num_above)	kg DM /ha	Change in adm_green today due to photosynthesis
  dlt_an_green(num_above)	kg N /ha	Change in an_green today due to N uptake from soil
  dlt_bn_green(num_below)	kg N /ha	Change in bn_green today due to N uptake from soil
  dlt_dm	kg DM /ha	Change in total dry matter today
  dlt_foliage_mass	kg DM /ha	Change in foliage_mass today due to photosynthesis
  dlt_foliage_mass_detached	kg DM /ha	Change in foliage_mass_detached today from senesced foliage
  dlt_foliage_mass_sen	kg DM /ha	Change in foliage_mass_sen today due to senescence of live foliage
  dlt_foliage_n	kg N /ha	Change in foliage_n today due to N uptake from soil
  dlt_foliage_n_detached	kg N /ha	Change in foliage_n today from senesced foliage.
  dlt_lai_sen	kg DM /ha	Change in lai_sen today due to senescence of live foliage
  dlt_lai_sen_age	kg DM /ha	Change in lai_sen today due to age driven senescence of live foliage
  dlt_lai_sen_frost	kg DM /ha	Change in lai_sen today due to frosting of live foliage
  dlt_lai_sen_light	kg DM /ha	Change in lai_sen today due to shading of live foliage
  dlt_no3(num_layers***)	kg N /ha	Change in no3 today (i.e. uptake of NO3 from each layer by the plant)
  dlt_root_mass	kg DM /ha	Change in root_mass today due to photosynthesis
  dlt_root_mass_sen	kg DM /ha	Change in root_mass_sen today due to senescence of live fine roots
  dlt_root_n	kg N /ha	Change in root_n today due to uptake of N from soil.
  dlt_root_n_sen	kg N /ha	Change in root_n_sen today due to senescence of live fine roots
  Ep	Mm	Actual water uptake summed across all soil layers
  Fage	0-1	Stress factor for age – generic factor used to capture loss of productivity as plant stands mature.
  Fasw	0-1	Fraction of plant available soil water
  Fdl	0-1	Stress factor for daylength – used to capture increased partitioning to roots prior to winter.
  Ff	0-1	Stress factor for frost
  Ffasw	0-1	Stress factor for fasw – used to capture increased partitioning to roots in dry conditions.????
  Fn	0-1	Stress factor for nitrogen
  foliage_mass	kg DM /ha	Mass of foliage
  foliage_n	kg N /ha	N in the foliage
  Frgr	0-1	Relative growth rate factor for photosynthesis = min(Ft, Fn, Fvpd, Fage)
  Ft	0-1	Stress factor for temperature
  Fvpd	0-1	Stress factor for vapour pressure deficit
  Fw	0-1	Stress factor for water supply (= supply/demand)
  Height	Mm	Height of the plants
  Lai	m/m2	Leaf area index
  n_demand	kg N /ha	Nitrogen demand
  no3_demand	kg N /ha	Nitrate Nitrogen demand
  plant_status	Text	“in”, “out”, “dead” etc
  Plants	#/ha	Number of plants per ha
  rld (num_layers)	mm/mm3	Root length density
  rlv(num_layers)	mm/mm3	Root length density corrected for aeration stress
  rlv_Growth(num_layers)	cm/cm3	Same as rlv but with different units
  root_depth	mm	Depth of the root system
  root_length(num_layers)	mm/mm2	Root length for each layer (area basis)
  root_mass	kg DM /ha	Mass of live fine roots
  root_n	kg N /ha	N in the live fine root system
  rue_actual	g/MJ	Radiation use efficiency = RUE * Frgr
  SLA_senescing	mm/g	Specific leaf area of the senescing leaves
  Slai	m/m2	Senesced leaf area index
  sw_demand	Mm	Soil water demand
  total_n	kg N /ha	Total in the plants, above and below

  
  

  References¶

  Huth, N.I., Snow, V.O. and Keating, B.A. 2001. Integrating a forest modelling capability into an Agric. production systems modelling environment - current applications and future possibilities. Proceedings of the International Congress on Modelling and Simulation, Aust. National University , Dec. 2001. pp. 1895-1900.
  
  N. I. Huth, P. S. Carberry, P. L. Poulton, L. E. Brennan, and Brian A. Keating. "A framework for simulation of agroforestry options for the low rainfall areas of Australia using APSIM." European Journal of Agronomy 18 (2002): 171-185.
  
  Keating, Brian A., P. S. Carberry, G. L. Hammer, Mervyn E. Probert, M. J. Robertson, D. Holzworth, N. I. Huth, J. N. G. Hargreaves, H. Meinke, Z. Hochman, G. McLean, K. Verburg, V. O. Snow, J. P. Dimes, M. Silburn, E. Wang, Stuart Brown, K. L. Bristow, S. Asseng, S. C. Chapman, R. L. McCown, D. M. Freebairn, and C. J. Smith. "An overview of APSIM, a model designed for farming systems simulation." European Journal of Agronomy 18 (2002): 267-288.
  
  Kelliher, F. M., R. Leuning, M. R. Raupach, and E. D. Schulze. 1995. Maximum conductances for evaporation from global vegetation types. Agricultural and Forest Meteorology 73: 1-16.
  
  Robertson, M. J., Carberry, P. S., Huth, N. I., Turpin, J. E., Probert, M. E., Poulton, P. L., Bell, M., Wright, G. C., Yeates, S. J. and Brinsmead, R.B. 2002. Simulation of growth and development of diverse legume species in APSIM. Aust. J. Agric. Res. 53, 429-446.
  
  Paydar, Z., Huth N. I., and Snow V. O. 2005. Modelling irrigated Eucalyptus for salinity control on shallow watertables. Australian Journal of Soil Research 43: 587-97.
  
  Snow, V. O., W. J. Bond, B. J. Myers, S. Theiveyanathan , C. J. Smith, and R. G. Benyon. 1999. Modelling the water balance of effluent-irrigated trees. Agricultural Water Management 39: 47-67.
  
  Wang, E., Robertson, M. J., Hammer, G. L., Carberry, P. S., Holzworth, D. P., Meinke, H., Chapman, S. C., Hargreaves, J. N. G., Huth, N. I., and McLean, G. Development of a generic crop module template in the cropping system model APSIM. European Journal of Agronomy. 18 (2002):121-140.