PISTACHE Tool (Presizing tool for solar cooling, heating and domestic hot water production systems)
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)
The PISTACHE software is a tool to pre-size and evaluate the performances of solar installation for cooling, heating and domestic hot water preparation, with or without energy back-up system.
The tool aims to realize easy and quick calculation of solar installation for cooling, heating and DHW
production. It helps the user to pre-size the installation and provides energy balance and annual
performance indicators.
The tool is composed of a user interface to upload an input file, to fill the parameter and to choose the main
component characteristics. The tool also includes the calculation tables, the material databases and a step
by step help file.
To use PISTACHE, you need to get annual hourly data with meteorological data of the concerned site, cooling and heating loads and the net domestic hot water demand. The data must be provided in a text file with a specific format; the format is given in the step by step help of the software.
PISTACHE distribution is free of charge. It has been developped by TECSOL and the CEA at INES in the MeGaPICS project, partly financed by the Agence Nationale de la Recherche (ANR) in the framework of the HABISOL program.
To get more information or freely download the tool, please directly go to the following link: https://pistache.ines-solaire.org/
![](/Data/Sites/6/documents/tools/cea-ines.jpg)
LCA Method Tool
The LCA Method Tool is a tool for applying the Life Cycle Assessment (LCA) methodology, which is a technique for assessing the energy and environmental impacts associated with all stages of a product’s life cycle from cradle to grave. LCA Method Tool can be used to create life cycle energy and environmental balances of SHC systems, to carry out simplified LCAs, and to compare the SHC systems with conventional ones.
Data on specific energy and environmental impacts of different components of SHC and conventional systems are provided with the tool. LCA Method Tool can easily be expanded with the life cycle data of new components or updated with new life cycle data for the existing components.
![](/Data/Sites/6/documents/tools/lca-method-picture.jpg)
The visualization approach of the tool enables users to build the SHC system model by using a clear and transparent structure. Input data, specific impacts, total impacts are reported in separate worksheets; therefore, each worksheet can be easily consulted or compiled. The LCA results are displayed both in tables and in figures and are referred both to specific life cycle steps (manufacturing, operation and end-of-life steps) and to the total life cycle.
The tool is developed in xls format and contains the following worksheets:
- Index;
- SHC system;
- Conventional system;
- Specific impacts SHC system;
- Specific impacts conventional system;
- Calculation (hidden sheet used to make calculations);
- Total impacts SHC system;
- Total impacts conventional system;
- Impacts comparison;
- Payback indices.
The tool can be used only for academic and research activities.
Technical and Economic Key Figures Tool
This Excel tool is permitting to go for an appropriate evaluation procedure for the technical and economic performance assessment of large systems is set up and tested with real cases.
It delivers the basis for a comparable assessment of the installed plants independently of installation site and the specific boundary conditions. Beside, a reflection will be carried out on minimum economical ratios to estimate the competitiveness of solar cooling against concurrent technologies.
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)
In addition of using this tool and for further information on the methodology, it is advised to read the Task 48 B7 final report:
Task 48 Training Material
This set of training slides has been developed within the IEA SHC Task 48. It can be used by individuals as a summary of the state-of-the-art in solar cooling. Alternatively, it can be used for general training of engineers in solar cooling system design. When used for training, it is intended that delivery is done over a full day, by an engineer with high knowledge and experience of solar cooling.
You are encouraged to contact the Task 48 Operating Agent (daniel.mugnier@tecsol.fr) to discuss the availability of suitably qualified engineers who can help to deliver the training course.
This material has been prepared by volunteers, under the umbrella of the International Energy Agency, and is intended for widespread distribution with the intent of advancing the solar cooling industry for the public good. It is not intended for commercial purposes. If you download this material, you acknowledge and agree that
- The material is licensed to you under creative commons (web link to be supplied – see below)
- You will not on-sell or seek to commercialise this material in any way
- You will acknowledge us, if you use the material
- The material provided is not a complete description of all the information you may require to design and build a solar cooling system. Hence you should not rely on this information. Instead, you should seek your own independent advice before implementing any suggestions contained in this material.
- You use the material at your own risk. To the extent permitted by law, the IEA (including its employees and consultants) excludes all liability to any person for any consequences, including but not limited to all losses, damages, costs, expenses and any other compensation, arising directly or indirectly from using this publication (in part or in whole) and any information or material contained in it
.The content of this material can be seen below :
Introduction
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- Why solar air conditioning?
- Existing energy demand for cooling
- Perspectives and targets/obligations at national and international level
- Peak load issues and energy prices
- World and national market for conventional cooling systems (from luxury to necessity)
- A short review of existing solar cooling applications
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Main presentation, part A
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- Load sub-system concepts and (solar) air-conditioning equipment
- The cold production sub-system
- Chillers (vapour compression, absorption and adsorption)
- Desiccant cooling systems
- Heat rejection equipment
- The heat production (solar) system (collectors and backup), including state of the art on concentrating and new collectors
- System configurations (solar assisted and solar autonomous systems) and control
- Design approaches
- Preliminary design aspects, backup sources and efficiency benchmarks
- Dimensioning a solar cooling system (collector area, storage volume)
- Lessons learned
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Lunch break
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Main presentation, part B
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- Performance figures
- Energy performance and primary energy balance, including COPel, electrical consumption of heat rejection and efficiency improvement potential for other components
- Economic analysis
- Brief description of contracting models and incentive schemes
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Comments/ clarifications
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To download the 3 parts :