CVEN9612 – Catchment Modelling


CVEN9612 – Catchment Modelling 
Assignment 1 Part 1– Rainfall-Runoff Modeling and Routing 
This part of the assignment is worth 15% of the total grade for CVEN9612. The assignment 
answers are to be submitted online in Moodle as a short report. 
 
Assignment 1 Part 1 is due 10pm 30th September (Week 4) 
 
Total marks available for each part are listed below. 
 
Question 1 – Runoff routing (15 marks) 
There was a large flood on the Richmond and Wilsons Rivers in February 2024, which led to 
extensive damage in Lismore and surrounding areas. The flood hydrograph on the Richmond 
River was measured at Wiangaree (EL. 91m AHD) and we would like to be able to model the 
hydrograph at the town of Kyogle, 21km further downstream (EL 71m AHD). The observed 
streamflow hydrographs at Wiangaree and Kyogle are available on Moodle. 
 
Using Manning’s Equation calculate a representative wave velocity for flow down the channel 
assuming that the hydraulic radius of the channel is R=5.2 and it has a Manning roughness n of 
0.05. Assume the wave celerity is 1.7 times the Mannings velocity. 
 
Employ the Muskingum method to determine the best estimate of the flood hydrograph at Kyogle, 
assuming that an approximate value of K can be calculated by dividing the reach length by the 
wave speed. Calibrate your model to estimate the best value for x by minimizing the sum of 
squared error of the prediction. 
 
Provide a short report (less than 2 pages), with appropriate figures to answer the following 
questions. Show your working where appropriate and justify any assumptions that are required. 
 
a) What time step did you use for your calculations (in hours) and how do you know if it is 
appropriate? (1 mark) 
 
b) What is the peak of the calculated flow hydrograph at Kyogle? (5 marks) 
 
c) What value of x did you use and how did you know this was the optimum value? 
Demonstrate with the use of an appropriate figure. (3 marks) 
 
d) What is the RMSE of the calculated outflow hydrograph compared to the observed data at 
Kyogle? (2 marks) 
 
e) What is the impact of changing the value of x to 0? What is the practical meaning of x = 
0? (2 marks) 
 
f) If there was interest in investigating Nature Based Solutions in the Richmond catchment 
and riparian zone was revegetated and as a result Mannings n was 0.1, what is the new 
peak flow at Kyogle? Explain how revegetation affects the routing of flows. (3 marks) 2 
 
Question 2 – Model Calibration (15 marks) 
Model aim 
In this part of the assignment, you need to model the runoff and Lake Werri Berri in the Thirlmere 
Lakes National Park wetland system using GR4J. The model is to be set up to understand 
1. how often the lake is suitable for water sports and 
2. the risk of bushfires affecting the sensitive peat ecosystem of the lake. 
 
Water sports can only occur when the lake is more than 2 m deep and bushfire risk is too high if 
water levels in lakes are less than 0.1 m for more than 30 consecutive days. The management plan 
for the lakes requires decisions to be supported with 8 years of data hence why a model is required 
as flow data is only available since 2011. The management plan requires the frequency of these 
two events (i.e. water sports and bushfire risk) to be documented. 
 
The aim of the modelling exercise is twofold: 
 
 (i) to understand the implications of choices in modelling such as objective function and 
data transformation on lake water level predictions and what the most appropriate 
choices are given the aims of the model. 
(ii) To assess an alternative GR4J model for the same catchment which uses satellite 
retrieved surrogates using the SRM methodology of Yoon et al., 2023 (week 3 lecture). 
 
Assignment details 
Use the AirGR and SRM packages in R to model the catchment. Instructions for AirGR and a 
short video on setting up a model in AirGR are provided on Moodle. Please be aware that in the 
Surrogate River discharge Model (SRM), only one objective function is available, which is 
focused on minimizing the Surrogate River discharge Model Error (SRME). 
 
Data, code, and the SRM Package can be downloaded via this link: https://deciduous-camp995.notion.site/Sharing-SRM-for-CVEN9612-e7a48b40de9b4f38a16915d1c6a07a4d

Rainfall, evaporation and streamflow data is provided for the catchment on Moodle. Data in all 
files is provided in mm/day. The catchment area is 84 ha. 
 
You can assume that the wetlands have a plan area of 10.5 ha and that water levels can range 
between 0 m and 5 m. Assume that the catchment average rainfall and evaporation also apply 
directly to the wetland water balance. Assume that there are no groundwater interactions and that 
if water levels are higher than 5 m that all flow is lost instantaneously on that day. 
 
You will have to select an appropriate calibration period given the data available for the catchment. 
It is up to you to decide on how best to use the data that is available in setting up the model. You 
will also have to decide what objective function and data transformation is the most appropriate 
given the model aims. 
 
In your short report (less than 3 pages), you need to assess at least two objective functions and two 
data transformations and comment on the sensitivity of your conclusions to the modelling choices 
you made when calibrating using observed flow data. You also need to compare the SRM 
calibration with that for the model version where observed flows are used for calibration, noting 
key similarities and differences. Provide suitable figures and tables of results to support your 
conclusions. 3 
 
 

基于遗传算法的新的异构分布式系统任务调度算法研究(Matlab代码实现)内容概要:本文档围绕基于遗传算法的异构分布式系统任务调度算法展开研究,重点介绍了一种结合遗传算法的新颖优化方法,并通过Matlab代码实现验证其在复杂调度问题中的有效性。文中还涵盖了多种智能优化算法在生产调度、经济调度、车间调度、无人机路径规划、微电网优化等领域的应用案例,展示了从理论建模到仿真实现的完整流程。此外,文档系统梳理了智能优化、机器学习、路径规划、电力系统管理等多个科研方向的技术体系与实际应用场景,强调“借力”工具与创新思维在科研中的重要性。; 适合人群:具备一定Matlab编程基础,从事智能优化、自动化、电力系统、控制工程等相关领域研究的研究生及科研人员,尤其适合正在开展调度优化、路径规划或算法改进类课题的研究者; 使用场景及目标:①学习遗传算法及其他智能优化算法(如粒子群、蜣螂优化、NSGA等)在任务调度中的设计与实现;②掌握Matlab/Simulink在科研仿真中的综合应用;③获取多领域(如微电网、无人机、车间调度)的算法复现与创新思路; 阅读建议:建议按目录顺序系统浏览,重点关注算法原理与代码实现的对应关系,结合提供的网盘资源下载完整代码进行调试与复现,同时注重从已有案例中提炼可迁移的科研方法与创新路径。
【微电网】【创新点】基于非支配排序的蜣螂优化算法NSDBO求解微电网多目标优化调度研究(Matlab代码实现)内容概要:本文提出了一种基于非支配排序的蜣螂优化算法(NSDBO),用于求解微电网多目标优化调度问题。该方法结合非支配排序机制,提升了传统蜣螂优化算法在处理多目标问题时的收敛性和分布性,有效解决了微电网调度中经济成本、碳排放、能源利用率等多个相互冲突目标的优化难题。研究构建了包含风、光、储能等多种分布式能源的微电网模型,并通过Matlab代码实现算法仿真,验证了NSDBO在寻找帕累托最优解集方面的优越性能,相较于其他多目标优化算法表现出更强的搜索能力和稳定性。; 适合人群:具备一定电力系统或优化算法基础,从事新能源、微电网、智能优化等相关领域研究的研究生、科研人员及工程技术人员。; 使用场景及目标:①应用于微电网能量管理系统的多目标优化调度设计;②作为新型智能优化算法的研究与改进基础,用于解决复杂的多目标工程优化问题;③帮助理解非支配排序机制在进化算法中的集成方法及其在实际系统中的仿真实现。; 阅读建议:建议读者结合Matlab代码深入理解算法实现细节,重点关注非支配排序、拥挤度计算和蜣螂行为模拟的结合方式,并可通过替换目标函数或系统参数进行扩展实验,以掌握算法的适应性与调参技巧。
评论
添加红包

请填写红包祝福语或标题

红包个数最小为10个

红包金额最低5元

当前余额3.43前往充值 >
需支付:10.00
成就一亿技术人!
领取后你会自动成为博主和红包主的粉丝 规则
hope_wisdom
发出的红包
实付
使用余额支付
点击重新获取
扫码支付
钱包余额 0

抵扣说明:

1.余额是钱包充值的虚拟货币,按照1:1的比例进行支付金额的抵扣。
2.余额无法直接购买下载,可以购买VIP、付费专栏及课程。

余额充值