MEASURING FOOD LOSSES Session 5:

Slides:



Advertisements
Similar presentations
Randomized Complete Block and Repeated Measures (Each Subject Receives Each Treatment) Designs KNNL – Chapters 21,
Advertisements

Research Methodology Statistics Maha Omair Teaching Assistant Department of Statistics, College of science King Saud University.
Experiments and Variables
Multiple Comparisons in Factorial Experiments
NextEnd. Time and stage of harvest and harvesting techniques for rice Abstract: Identification of maturity and correct stage of harvest is one of the.
1 Chapter 4 Experiments with Blocking Factors The Randomized Complete Block Design Nuisance factor: a design factor that probably has an effect.
Chapter 4 Randomized Blocks, Latin Squares, and Related Designs
Stratification (Blocking) Grouping similar experimental units together and assigning different treatments within such groups of experimental units A technique.
Analysis of Variance Outlines: Designing Engineering Experiments
Introduction to One way and Two Way analysis of Variance......
Chapter 28 Design of Experiments (DOE). Objectives Define basic design of experiments (DOE) terminology. Apply DOE principles. Plan, organize, and evaluate.
Nested and Split Plot Designs. Nested and Split-Plot Designs These are multifactor experiments that address common economic and practical constraints.
Chapter 1: Introduction to Statistics
Experimental Design An Experimental Design is a plan for the assignment of the treatments to the plots in the experiment Designs differ primarily in the.
Conducting Experimental Trials Gary Palmer. Scientific Method  Formulation of Hypothesis  Planning an experiment to objectively test the hypothesis.
Machungo C, Wanjogu R.K, Owilla, B , Njoka, J.J Anzwa, M.
SEED PADDY PRODUCTION PROGRAME OF SRI LANKA. Why paddy seed is important Plant healthy and vigorous depend on seed quality. Directly influence to the.
Experiments conducted by RICEMAPP
The Research Design. Experimental Design Definition A description of what a researcher would like to find out and how to find it out. Pre-requisites 1.Identification.
Post harvest practices and the quality of rice in West Africa John Manful and Mamadou Fofana CORAF/WECARD 2 nd SCIENCE WEEK May 2010, Cotonou, Benin.
Mandana Tayefe, Ebrahim Amiri, and Azin Nasrollah Zade
Evaluation of the System of Rice Intensification in Bhutan Karma Lhendup Faculty of Agriculture College of Natural Resources Royal University of Bhutan.
Control of Experimental Error Blocking - –A block is a group of homogeneous experimental units –Maximize the variation among blocks in order to minimize.
CHAPTER 2 Research Methods in Industrial/Organizational Psychology
Chapter Six: The Basics of Experimentation I: Variables and Control.
Nagraj Rao Statistician Asian Development Bank CROP CUTTING: AN INTRODUCTION.
1.3 Experimental Design. What is the goal of every statistical Study?  Collect data  Use data to make a decision If the process to collect data is flawed,
Nagraj Rao Statistician Asian Development Bank CROP CUTTING: AN INTRODUCTION.
Research Methods Systematic procedures for planning research, gathering and interpreting data, and reporting research findings.
Copyright 2010, The World Bank Group. All Rights Reserved. Agricultural Census Sampling Frames and Sampling Section B 1.
CHAPTER 3 Analysis of Variance (ANOVA) PART 1
Design Lecture: week3 HSTS212.
Unit 1 Section 1.3.
CHAPTER 3 Analysis of Variance (ANOVA) PART 1
Prof. Emmanuel Ohene Afoakwa Department of Nutrition and Food Science
Experimental Design and Analysis of Variance
EXPERIMENT DESIGN.
CHAPTER 13 Design and Analysis of Single-Factor Experiments:
Collecting Data with Surveys and Scientific Studies
Gawarawela vidyalaya Sri Lanka
Population: the entire group of individuals that we want information about   Census: a complete count of the population Sample: A part of the population.
Comparing Three or More Means
Protocol for on-farm testing trial for RiceAdvice-WeedManager
CHAPTER 2 Research Methods in Industrial/Organizational Psychology
MEASURING FOOD LOSSES Session 4: Sampling design.
12 Inferential Analysis.
Topics Randomized complete block design (RCBD) Latin square designs
MEASURING FOOD LOSSES Session 2: Measuring grain losses on a farm.
More Complicated Experimental Designs
MEASURING FOOD LOSSES Session 6: Loss assessment through modelling.
MEASURING FOOD LOSSES Session 4: Sampling design.
Single-Factor Studies
Time and stage of harvest and harvesting techniques for rice
Single-Factor Studies
More Complicated Experimental Designs
More Complicated Experimental Designs
PAIRWISE t-TEST AND ANALYSIS OF VARIANCE
Vivien L. delos Santos DA RFO No. 02 Tuguegarao City March 11, 2013
Randomized Complete Block and Repeated Measures (Each Subject Receives Each Treatment) Designs KNNL – Chapters 21,
Daniela Stan Raicu School of CTI, DePaul University
Key idea: Science is a process of inquiry.
Experimental Design All experiments consist of two basic structures:
Introduction to Experimental Design
System Agronomist and Impact Assessment Specialist
Introduction to the design (and analysis) of experiments
DESIGN OF EXPERIMENTS by R. C. Baker
ANalysis Of VAriance Lecture 1 Sections: 12.1 – 12.2
14 Design of Experiments with Several Factors CHAPTER OUTLINE
Much of the meaning of terms depends on context.
STATISTICS INFORMED DECISIONS USING DATA
Presentation transcript:

MEASURING FOOD LOSSES Session 5: Loss assessment through experimental design-field trial

Objectives of the presentation Provide guidance on the measurement of grain losses through experimental design Present the different methods to assess losses at different stages of the supply chain using this approach

Outline Introduction Concepts and definitions Statistical designs Loss assessment at different stages Example of Ghana

Introduction Used to compare the losses occurring with traditional and improved agronomic practices May be conducted for: Equipment testing Storage simulation at research stations Evaluation of post-production practices effects on the level of losses at the farm level Is being used in biological sciences, social sciences, business and economics

Concepts and definitions 1 Concepts and definitions

1.1. Concepts and definitions: introduction Very important to pay attention to basic structure of an experiment: The treatments included in the study The experimental units included in the study The rules and procedures used to assign treatments to experimental units (or vice versa) The measurements made on the experimental units after treatments have been administered

1.2. Concepts and definitions: Treatments Treatment = factor level in a single factor study or factor levels in a multifactor study Three issues to handle properly: The choice of treatments to be investigated The definition of each treatment The need for a control treatment Control treatment: Applying the same procedures to experimental units that are used with the other treatments Except for the effects under study

1.3. Concepts and definitions: Experimental units The smallest subunit of the experimental material Such that any two different experimental units may receive different treatment Pay attention to: Size of the experimental unit Representativeness

1.4. Concepts and definitions: measurements The measurements to be made on the experimental units represent the values of the dependent variables The investigator decides what to measure and how to do it The measurement should be unbiased: Crippling difficulties

2 Statistical designs

2.1. Statistical designs: completely randomized designs (CRD) Most basic design for an experiment Treatments assigned to the experimental units are completely random Every experimental unit has an equal chance to receive any one of the treatments Used generally when: The experimental units are relatively homogenous The experimental units are heterogeneous and no information is available for stratifying them The experimental units are heterogeneous units, and the covariance analysis is used to diminish the variability of the experimental error

2.1. Statistical designs: completely randomized designs (CRD) Yij = µ. + τi + εij in the case of one factor Yijk = µ.. + τi + βj + (τβ)ij + εijk in the case of two factors with interaction Where Y could be the losses in weight, τ the type of seed used and β the harvest method ANOVA could be applied to perform these kinds of models

2.2. Statistical designs: randomized block designs (RDB) Experimental units are first sorted out into homogeneous groups called blocks Achieve homogeneity within to block Heterogeneity between blocks Treatments are then assigned at random within the blocks Randomized complete block design (RCBD): Each design treatment is included in each block Within each block, a random permutation is used to assign treatments to experimental units, the same as in a CRD Independent permutations are then selected independently for a number of blocks

2.2. Statistical designs: randomized block designs (RDB) Model (Neter and Wasserman, 1985) Yij = µ.. + ρi + τj + εij where: µ.. is a constant ρi are constants for the block (row) effects, subject to the constraint ∑ ρi = 0 τj are constants for the treatment effects, subject to the constraint ∑ τj = 0 εij are independent N(0, σ2) i = 1. . . n; j = 1, . . ., r ANOVA could be applied to perform these kinds of models

Loss assessment at different stages 3 Loss assessment at different stages

3.1. Loss assessments: harvesting losses Hire farmers from neighbouring areas as skilled harvesters Harvest the crops using a traditional approach Crops are harvested using the techniques that are being compared Example: harvest using panicle vs. harvest using sickle Once the crops have been harvested, the crops remaining on the harvested experimental plots are then collected The losses are measured and compared for each technique

3.2. Loss assessments: threshing losses Comparing threshing methods Example: rice can be threshed by using bag-beating or a wooden box Thresh using the different methods with different farmers Collect and weigh the grains that fall out, weigh the grains remaining on the stalks of cobs and calculate the losses Run the model

3.3. Loss assessments: drying losses Take a sizeable and manageable amount (10-15 kilos) of grains that was harvested to calculate moisture content Spread the grains on a drying floor in the same way farmers do it Let the grain dry and hire experienced farm labourers to collect the dried grains Weigh and record the moisture content Estimate the losses

3.4. Loss assessments: weight losses at storage Collect dried grains at a given moisture content Place the grains in bags or in a storage structure research station The farmers could be asked to build local storage containers At the end of the specified period, the grains is reweighed and the moisture content is measured Estimates losses using the formulas described in session 3

4 Example of Ghana

4. Example of Ghana Appiah F, Guisse R and Dartey P.K.A Post-harvest losses of rice from harvesting to milling between 2009 and 2010 Sites: Nobewam and Besease in Ejisu Juabeng District Two rice varieties: Nerica 1 and Nerica 2 For each variety, an area of 4 x 5 m was demarcated for cultivation

4. Example of Ghana Appiah F, Guisse R and Dartey P.K.A

4. Example of Ghana Appiah F, Guisse R and Dartey P.K.A Three replications per variety Cultural practices: land clearing, ploughing, raising nursery for seeding and transplanting 2 x 2 RCBD comprised to two varieties Two harvesting and threshing methods (panicle and sickle) for determining harvesting losses and threshing losses For storage losses: the grains were stored for 60 days in a well-ventilated room

Total weight of harvested rice (g) Harvest weight loss (%) 4. Example of Ghana Treatments Variety Total weight of harvested rice (g) Harvesting losses (g) Harvest weight loss (%) Nerica 1 6 688 132 2.19 Nerica 2 6 926 148 2.13 Panicle 6 430 83 1.39 Sickle 7 184 196 2.93 Lsd 1 692.4 59.7 1.338 Nerica 1 x Panicle 6 450 66 1.13 Nerica 1 x Sickle 6 925 197 3.25 Nerica 2 x Panicle 6 409 100 1.64 Nerica 2 x Sickle 7 443 195 2.62 2 393.4 84.4 1.89 CV (%) 21.8 11.4 32.3

Conclusion This presentation described standard methods and approaches to estimate losses through experimental design The experimental units have to be well defined and the measurement method must be well known It is very important to identify a good research station Farmers should be chosen based on the methods that are going to be compared

References Appiah, F., Guisse, R. & Darty, P. 2011. Post-harvest losses of rice from harvesting to milling in Ghana. Journal of Stored Products and Post-Harvest Research, 2(4): 64–71. Neter, J., Wasserman, W. & Kutner, M.H. 1985. Applied Linear Statistical Models Regression, Analysis of Variance, and Experimental Design. 2nd edn. Richard D. Irwin, Inc.: Homewood, IL, USA.

Thank You