Make sure you register to our monthly newsletter, it's going out soon! Stay up do date about the latest energy news and our current activities.
Click here to register!

Difference between revisions of "Quality Assurance of Improved Cookstoves (ICS)"

From energypedia
***** (***** | *****)
***** (***** | *****)
m
Line 2: Line 2:
 
[[GIZ HERA Cooking Energy Compendium|--> Back to Overview Cooking Energy Compendium]]
 
[[GIZ HERA Cooking Energy Compendium|--> Back to Overview Cooking Energy Compendium]]
  
 +
<br/>
  
 
= The need for quality assurance of ICS =
 
= The need for quality assurance of ICS =
Line 13: Line 14:
 
The Promotion of these “improved cook stoves” is based on a [[Result Based Monitoring of Cookstove Projects|result chain]] in which it is assumed that the better performing cook stoves are developed, produced, sold at an affordable price to and are used by households. The use of better quality stoves in households leads to the intended immediate impacts on fuel savings, emission reductions and is contributing to the overarching goals of poverty reduction, less deforestation and health benefits.
 
The Promotion of these “improved cook stoves” is based on a [[Result Based Monitoring of Cookstove Projects|result chain]] in which it is assumed that the better performing cook stoves are developed, produced, sold at an affordable price to and are used by households. The use of better quality stoves in households leads to the intended immediate impacts on fuel savings, emission reductions and is contributing to the overarching goals of poverty reduction, less deforestation and health benefits.
  
 
+
<br/>
  
 
However, this chain is based on the assumption that the stoves which are used in the households are of the same quality as the ones which have been developed at the onset of this result chain.
 
However, this chain is based on the assumption that the stoves which are used in the households are of the same quality as the ones which have been developed at the onset of this result chain.
  
 
== <br/>2) Quality assurance as a need from a “market” perspective ==
 
== <br/>2) Quality assurance as a need from a “market” perspective ==
In a market based dissemination approach, producers or traders have to convince customers that they should spent their little cash for a stove. As all potential customers already have some means of cooking in their house, the producer must advertise the improvements (e.g. fanciness, fuel savings, color) which convince the customer. It must be “trendy” to have an ICS at home, something people are proud of and tell their neighbors.
 
This will be easier if the new stove is produced and advertised as a “brand” rather than as an individual masterpiece. If all ICS look different and perform differently, it is difficult for the customer to decide which stove is the best for him or her. But if there are only 2-3 different brands to be compared, for which each ICS of the same brand looks the same and performs equally well, both advertisement as well as decision making is much easier. From a project perspective supporting market development, it is important that the brand will be associated with the product and the producers and not with the project.
 
For this to happen, there is need for actions to ensure that the potential customers have no reason to doubt that if they buy a stove of a particular brand they will get an improved cook stove of a promised quality. In other words: for the market it is important that stoves are offered with a constant/continuous good (high) quality level.
 
  
 +
In a market based dissemination approach, producers or traders have to convince customers that they should spent their little cash for a stove. As all potential customers already have some means of cooking in their house, the producer must advertise the improvements (e.g. fanciness, fuel savings, color) which convince the customer. It must be “trendy” to have an ICS at home, something people are proud of and tell their neighbors. This will be easier if the new stove is produced and advertised as a “brand” rather than as an individual masterpiece. If all ICS look different and perform differently, it is difficult for the customer to decide which stove is the best for him or her. But if there are only 2-3 different brands to be compared, for which each ICS of the same brand looks the same and performs equally well, both advertisement as well as decision making is much easier. From a project perspective supporting market development, it is important that the brand will be associated with the product and the producers and not with the project. For this to happen, there is need for actions to ensure that the potential customers have no reason to doubt that if they buy a stove of a particular brand they will get an improved cook stove of a promised quality. In other words: for the market it is important that stoves are offered with a constant/continuous good (high) quality level.
 +
 +
<br/>
  
 
== 3) Quality assurance as a need from a “production” perspective ==
 
== 3) Quality assurance as a need from a “production” perspective ==
Line 28: Line 29:
 
*Artisanal production systems are more vulnerable to quality deviations than industrial production systems:
 
*Artisanal production systems are more vulnerable to quality deviations than industrial production systems:
  
The production of improved cook stoves in rural areas is often a (part time) artisanal (off season) activity. This may have consequences on the quality of the stoves produced if no counter-measures are taken.<br/>If “producing and selling stoves” does not provide for a living, producers tend to involve themselves in the ICS sector as an “off-season income generating activity”. Due to the low frequency and low magnitude of stove production, there might be a danger that they are lacking routine in stove construction, which might undermine the quality of the produced stoves.<br/>If “selling stoves” does provide for a good living, untrained “copycats” may get interested and produce stoves which look like the official brand, but which are not adhering to the required specifications. As customers may not know the difference, these copycats can spoil the market.<br/>Qualified producers may be tempted to improve their income from stove production. As “raising prices” is not appreciated by the customers, the alternative is to reduce the cost of production through the selection of cheaper materials, the use of less materials (smaller dimensions) and the reduction of working time (short cuts in the production). Hence, producers might change dimensions of the stove due to customer demands. <br/>As a result of any of these three effects, the produced stoves do no longer represent the original quality of stove. It is therefore important to employ activities to assure the quality of the ICS.
+
The production of improved cook stoves in rural areas is often a (part time) artisanal (off season) activity. This may have consequences on the quality of the stoves produced if no counter-measures are taken.<br/>If “producing and selling stoves” does not provide for a living, producers tend to involve themselves in the ICS sector as an “off-season income generating activity”. Due to the low frequency and low magnitude of stove production, there might be a danger that they are lacking routine in stove construction, which might undermine the quality of the produced stoves.<br/>If “selling stoves” does provide for a good living, untrained “copycats” may get interested and produce stoves which look like the official brand, but which are not adhering to the required specifications. As customers may not know the difference, these copycats can spoil the market.<br/>Qualified producers may be tempted to improve their income from stove production. As “raising prices” is not appreciated by the customers, the alternative is to reduce the cost of production through the selection of cheaper materials, the use of less materials (smaller dimensions) and the reduction of working time (short cuts in the production). Hence, producers might change dimensions of the stove due to customer demands.<br/>As a result of any of these three effects, the produced stoves do no longer represent the original quality of stove. It is therefore important to employ activities to assure the quality of the ICS.
 
*Product development is never “concluded”
 
*Product development is never “concluded”
  
The development of a new “improved cook stove” is often seen as the “first step” which is followed by the training of artisans and the establishment of a supply-demand system. However, it is a common observation that “product development” is never really concluded. The first commercially produced stoves may show some “teething problems” which have to be rectified through modifications of the stove design. These loops of design alteration may lead to confusions on what the actual “quality” of “the ICS” is. Producers as well as customers may get confused if too many different variations of the same stoves are on the market at the same time. <br/>It is therefore important to conclude at one point the technology development process for a brand and define its specifications. Any further modification will then be released under a new brand or new model of the same brand.  
+
The development of a new “improved cook stove” is often seen as the “first step” which is followed by the training of artisans and the establishment of a supply-demand system. However, it is a common observation that “product development” is never really concluded. The first commercially produced stoves may show some “teething problems” which have to be rectified through modifications of the stove design. These loops of design alteration may lead to confusions on what the actual “quality” of “the ICS” is. Producers as well as customers may get confused if too many different variations of the same stoves are on the market at the same time.<br/>It is therefore important to conclude at one point the technology development process for a brand and define its specifications. Any further modification will then be released under a new brand or new model of the same brand.
*Frame conditions for stove production are changing  
+
*Frame conditions for stove production are changing
 
 
Even if artisans are intending to follow the recommended specifications, they might be forced to deviate from the right practice if important building materials such as metal sheets of a specific thickness, cement of a certain quality, or bricks of a particular isolative property are not available on the market. <br/>It is important that all factors of an ICS value chain are analyzed before the specification of a marketable stove model are defined to minimize such difficulties.<br/>
 
 
 
  
 +
Even if artisans are intending to follow the recommended specifications, they might be forced to deviate from the right practice if important building materials such as metal sheets of a specific thickness, cement of a certain quality, or bricks of a particular isolative property are not available on the market.<br/>It is important that all factors of an ICS value chain are analyzed before the specification of a marketable stove model are defined to minimize such difficulties.<br/>
  
 +
<br/>
  
 +
<br/>
  
 
= The forms of quality assurance of ICS<br/> =
 
= The forms of quality assurance of ICS<br/> =
Line 52: Line 53:
 
It is important to note that these “specifications” are commonly not “standards”, unless they have been approved by the National Bureau of Standards. Therefore, the term “standard” should be used carefully in order to avoid confusions.
 
It is important to note that these “specifications” are commonly not “standards”, unless they have been approved by the National Bureau of Standards. Therefore, the term “standard” should be used carefully in order to avoid confusions.
  
 +
<br/>
  
 
+
'''2. The standardization of the production processes'''
'''2. The standardization of the production processes '''
 
  
 
In order to reduce the possibility of unintended deviations of dimensions in the production process (design drift), there are possibilities to support the producers with measures and tools and measuring methods.
 
In order to reduce the possibility of unintended deviations of dimensions in the production process (design drift), there are possibilities to support the producers with measures and tools and measuring methods.
Line 60: Line 61:
 
The easiest form is to use anthropometric measures (the size of typical human body parts as shown below) for the measurement of the right dimensions e.g. of a clay stove:
 
The easiest form is to use anthropometric measures (the size of typical human body parts as shown below) for the measurement of the right dimensions e.g. of a clay stove:
  
 +
<br/>
  
 +
Alternatively, measuring tools can be provided such as bamboo sticks or plates with markers for different dimensions.
 +
 +
<br/>
 +
 +
Moulds are forms in which the clay can be pressed in order to assume a form which is predefined according to recommendations.
  
Alternatively, measuring tools can be provided such as bamboo sticks or plates with markers for different dimensions.
+
<br/>
 +
 
 +
Templates are commonly used for metal stoves. They are used to copy the dimensions of the parts onto a new metal sheet before they are cut accordingly.
 +
 
 +
<br/>
 +
 
 +
Machines can assist the tinsmith to produce metal stoves which are evenly shaped and well connected. Furthermore they reduce labor input and the likelihood of measure failures, when applied properly.
 +
 
 +
The use of jigs is an important tool to improve the exactness of measurements, when cutting or welding metal.
 +
 
 +
''Picture: The use of jigs for cutting and welding is often new for metal workers. However, the usage of jigs enable a precise cutting, benching, and welding of metal and save working time. (Source: S. Nienhuys (2010): Consultancy on Cooking Stoves and Heating Systems Khorog, Tajikistan)''.
 +
 
 +
 
 +
 
 +
 
 +
 
 +
Particularly for fixed stoves it is difficult to achieve a defined quality as they are built on site. The use of pre-manufactured parts which are locally assembled is a possibility to reduce design drift.
 +
 
 +
<span style="color:#ff0000">''Picture''</span>
 +
 
 +
The ultimate choice to assure quality is the promotion of (imported) industrially produced ICS. Here the production process is highly standardized and monitored by the producer.
 +
 
 +
 
 +
 
 +
'''3. Pre-sale selection of the stoves '''
 +
 
 +
Artisanal production always will result in small or larger deviation from the specifications. However, if artisans are made aware of the importance to maintain a good reputation of their products, they can inspect their stoves critically before the sale and discard those which do not adhere to the specifications. This inspection should already happen during the production process with the individual parts/pieces. If a part/piece is ready, it should be checked and only assembled with other components if it fulfills the quality requirements. This inspection should already happen during the production process with the individual parts/pieces.  
  
 +
''<span style="color:#ff0000">Quality check list for Institutional Rocket Stoves in Malawi</span>''
  
 +
At the beginning of a stove intervention, it is commonly the project staff or its collaborating partners who will ensure that no stove is sold which is not respecting the specifications. However, over time this process is handed over to the individual producer or to a group of artisans (e.g. association). The peer review is also a good learning process particularly for new stove producers.<br/>
  
Moulds are forms in which the clay can be pressed in order to assume a form which is predefined according to recommendations.
 
  
  
 +
'''4. Voluntary quality labels '''
  
Templates are commonly used for metal stoves. They are used to copy the dimensions of the parts onto a new metal sheet before they are cut accordingly.
+
Projects design quality labels which they do only grant to stoves which adhere to quality specifications. The availability of the label ensures the customer that this stove has been checked and is produced according to specifications. The label later on can be handed over to an association of artisans. However, sometimes these labels are faked by other producers.<br/>'''<br/>'''
  
 +
'''5. Certification of producers '''
  
 +
Another option is a certification process for producers by a program. At the beginning of their career, the stove production of new producers is intensively controlled. Once they have been producing quality stoves for a defined duration, they will receive a certificate from the program or its government partner to verify that they have mastered the business. Thereafter, external quality control will be reduced. However, if they are found to produce poor quality stoves, the certificate can be withdrawn.
  
Machines can assist the tinsmith to produce metal stoves which are evenly shaped and well connected. Furthermore they reduce labor input and the likelihood of measure failures, when applied properly.
 
  
The use of jigs is an important tool to improve the exactness of measurements, when cutting or welding metal.
 
  
data:image/png;base64,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
 
  
  
Line 264: Line 298:
 
<br/>
 
<br/>
  
[[GIZ HERA Cooking Energy Compendium|--> Back to Overview Cooking Energy Compendium]]
+
[[GIZ HERA Cooking Energy Compendium|--> Back to Overview Cooking Energy Compendium]]<br/>
  
 +
[[Category:Quality_Assurance]]
 +
[[Category:Improved_Cooking]]
 +
[[Category:Cookstoves]]
 
[[Category:Cooking_Energy_Compendium_(GIZ_HERA)]]
 
[[Category:Cooking_Energy_Compendium_(GIZ_HERA)]]
[[Category:Cookstoves]]
 
[[Category:Improved_Cooking]]
 
[[Category:Quality_Assurance]]
 

Revision as of 13:59, 22 July 2013

--> Back to Overview Cooking Energy Compendium


The need for quality assurance of ICS

Why is there a need for “quality assurance of improved cook stoves”?
This question can be answered from a “program”, a “market” and a “production” perspective.


1) Quality assurance as a need from a “program” perspective

The general intention of an ICS program is to improve the situation of biomass cooking through the introduction of an improved technology that performs better than the baseline technology which it is supposed to replace. At the onset of such an intervention, stoves therefore have to be developed or adapted which have a better quality as compared to the most commonly used stoves of the target group.
In the past, this “improvement” was mainly related to the specific fuel consumption or in respect to the durability of stoves. In recent years, emissions are also an important factor to be considered. From a customer point of view, looks, convenience of use as well as safety are also important dimensions of “quality” of an ICS.

The Promotion of these “improved cook stoves” is based on a result chain in which it is assumed that the better performing cook stoves are developed, produced, sold at an affordable price to and are used by households. The use of better quality stoves in households leads to the intended immediate impacts on fuel savings, emission reductions and is contributing to the overarching goals of poverty reduction, less deforestation and health benefits.


However, this chain is based on the assumption that the stoves which are used in the households are of the same quality as the ones which have been developed at the onset of this result chain.


2) Quality assurance as a need from a “market” perspective

In a market based dissemination approach, producers or traders have to convince customers that they should spent their little cash for a stove. As all potential customers already have some means of cooking in their house, the producer must advertise the improvements (e.g. fanciness, fuel savings, color) which convince the customer. It must be “trendy” to have an ICS at home, something people are proud of and tell their neighbors. This will be easier if the new stove is produced and advertised as a “brand” rather than as an individual masterpiece. If all ICS look different and perform differently, it is difficult for the customer to decide which stove is the best for him or her. But if there are only 2-3 different brands to be compared, for which each ICS of the same brand looks the same and performs equally well, both advertisement as well as decision making is much easier. From a project perspective supporting market development, it is important that the brand will be associated with the product and the producers and not with the project. For this to happen, there is need for actions to ensure that the potential customers have no reason to doubt that if they buy a stove of a particular brand they will get an improved cook stove of a promised quality. In other words: for the market it is important that stoves are offered with a constant/continuous good (high) quality level.


3) Quality assurance as a need from a “production” perspective

Experiences in many countries have shown that the quality of locally produced stoves is subject to many influencing factors:

  • Artisanal production systems are more vulnerable to quality deviations than industrial production systems:

The production of improved cook stoves in rural areas is often a (part time) artisanal (off season) activity. This may have consequences on the quality of the stoves produced if no counter-measures are taken.
If “producing and selling stoves” does not provide for a living, producers tend to involve themselves in the ICS sector as an “off-season income generating activity”. Due to the low frequency and low magnitude of stove production, there might be a danger that they are lacking routine in stove construction, which might undermine the quality of the produced stoves.
If “selling stoves” does provide for a good living, untrained “copycats” may get interested and produce stoves which look like the official brand, but which are not adhering to the required specifications. As customers may not know the difference, these copycats can spoil the market.
Qualified producers may be tempted to improve their income from stove production. As “raising prices” is not appreciated by the customers, the alternative is to reduce the cost of production through the selection of cheaper materials, the use of less materials (smaller dimensions) and the reduction of working time (short cuts in the production). Hence, producers might change dimensions of the stove due to customer demands.
As a result of any of these three effects, the produced stoves do no longer represent the original quality of stove. It is therefore important to employ activities to assure the quality of the ICS.

  • Product development is never “concluded”

The development of a new “improved cook stove” is often seen as the “first step” which is followed by the training of artisans and the establishment of a supply-demand system. However, it is a common observation that “product development” is never really concluded. The first commercially produced stoves may show some “teething problems” which have to be rectified through modifications of the stove design. These loops of design alteration may lead to confusions on what the actual “quality” of “the ICS” is. Producers as well as customers may get confused if too many different variations of the same stoves are on the market at the same time.
It is therefore important to conclude at one point the technology development process for a brand and define its specifications. Any further modification will then be released under a new brand or new model of the same brand.

  • Frame conditions for stove production are changing

Even if artisans are intending to follow the recommended specifications, they might be forced to deviate from the right practice if important building materials such as metal sheets of a specific thickness, cement of a certain quality, or bricks of a particular isolative property are not available on the market.
It is important that all factors of an ICS value chain are analyzed before the specification of a marketable stove model are defined to minimize such difficulties.



The forms of quality assurance of ICS

“Assuring” the quality of ICS has to be understood as a process along the dissemination chain. Depending on the production and dissemination structures following steps should be considered:
1. The definition of technical specifications which define the technical design of a product
2. The standardization of the production process to minimize deviations in the production process.
3. Certification of producers
4. Pre-sale selection of the stoves - only quality stoves should enter the market.
5. Brand development and definition
6. Labels to inform customers about stove quality.
7. Compulsory standards promote the adherence to quality standards if they can be enforced.
8. After sale quality assurance

1. The definition of technical “specifications”

A precondition for quality assurance is the definition of the “quality” which shall be assured. Commonly, it is not the “stove quality” which is described, but rather the dimensions, properties of materials to be used and sometimes the kind of processing technology to be applied. These details are documented in a stove fact sheet including design sketches. Test results are often complemented to prove that stoves of these specifications can achieve specific performance results under standardized conditions (e.g. water boiling test). It is important to keep original stove models in a stove library as a reference.


It is important to note that these “specifications” are commonly not “standards”, unless they have been approved by the National Bureau of Standards. Therefore, the term “standard” should be used carefully in order to avoid confusions.


2. The standardization of the production processes

In order to reduce the possibility of unintended deviations of dimensions in the production process (design drift), there are possibilities to support the producers with measures and tools and measuring methods.

The easiest form is to use anthropometric measures (the size of typical human body parts as shown below) for the measurement of the right dimensions e.g. of a clay stove:


Alternatively, measuring tools can be provided such as bamboo sticks or plates with markers for different dimensions.


Moulds are forms in which the clay can be pressed in order to assume a form which is predefined according to recommendations.


Templates are commonly used for metal stoves. They are used to copy the dimensions of the parts onto a new metal sheet before they are cut accordingly.


Machines can assist the tinsmith to produce metal stoves which are evenly shaped and well connected. Furthermore they reduce labor input and the likelihood of measure failures, when applied properly.

The use of jigs is an important tool to improve the exactness of measurements, when cutting or welding metal.

Picture: The use of jigs for cutting and welding is often new for metal workers. However, the usage of jigs enable a precise cutting, benching, and welding of metal and save working time. (Source: S. Nienhuys (2010): Consultancy on Cooking Stoves and Heating Systems Khorog, Tajikistan).



Particularly for fixed stoves it is difficult to achieve a defined quality as they are built on site. The use of pre-manufactured parts which are locally assembled is a possibility to reduce design drift.

Picture

The ultimate choice to assure quality is the promotion of (imported) industrially produced ICS. Here the production process is highly standardized and monitored by the producer.


3. Pre-sale selection of the stoves

Artisanal production always will result in small or larger deviation from the specifications. However, if artisans are made aware of the importance to maintain a good reputation of their products, they can inspect their stoves critically before the sale and discard those which do not adhere to the specifications. This inspection should already happen during the production process with the individual parts/pieces. If a part/piece is ready, it should be checked and only assembled with other components if it fulfills the quality requirements. This inspection should already happen during the production process with the individual parts/pieces.

Quality check list for Institutional Rocket Stoves in Malawi

At the beginning of a stove intervention, it is commonly the project staff or its collaborating partners who will ensure that no stove is sold which is not respecting the specifications. However, over time this process is handed over to the individual producer or to a group of artisans (e.g. association). The peer review is also a good learning process particularly for new stove producers.


4. Voluntary quality labels

Projects design quality labels which they do only grant to stoves which adhere to quality specifications. The availability of the label ensures the customer that this stove has been checked and is produced according to specifications. The label later on can be handed over to an association of artisans. However, sometimes these labels are faked by other producers.

5. Certification of producers

Another option is a certification process for producers by a program. At the beginning of their career, the stove production of new producers is intensively controlled. Once they have been producing quality stoves for a defined duration, they will receive a certificate from the program or its government partner to verify that they have mastered the business. Thereafter, external quality control will be reduced. However, if they are found to produce poor quality stoves, the certificate can be withdrawn.



Production Systems and Quality Management

There are three main production systems for stoves:

  • Decentralized, individual construction of fixed stoves on site
  • Centralized mass production (or small-scale community production) of portable stoves and/or stove liners in a workshop
  • Industrial production

A wide spectrum of manufacturing methods falls between these two systems; for example, village stove builders may use prefabricated parts for their locally made mud stoves. The one extreme is the user who builds his own stove directly in his house from locally available material. The other extreme is the centralised production of stoves.

The first system is mostly used in rural areas by informal sector entrepreneurs, whereas the second system is often associated with urban settlements and the formal sector. Each of these approaches to production requires a project to be run in a way that optimises the number and quality of stoves that are made. It will require appropriate training methods and quality control systems. The third system is based on large scale production facilities in the formal sector.


Decentralized Stove Production Systems

A good example of the development of a decentralized production system is the mud rocket stove for rural households in Uganda and Kenya.


The two-pot mud rocket Lorena stove
This is a massive stove that cannot be transported (see stove fact sheet on the right). It is built with locally available material directly on site. The characteristic of this system is:
  • No special equipment is necessary and almost no prefabricated parts are required
  • Use of locally available materials
  • The stove builder has to visit the house several times, for construction, final revision including removing of the moulds and smoothing the outside, and finally for the first firing.
  • The stoves lifetime is very susceptible to the material used and proper handling. For proper performance the stove needs ongoing maintenance, which is mainly carried out by the users.

Rocket Lorena Uganda Stove - Factsheet



Because the stove has a limited life and the stove builder has to visit the house several times:

  • There are many stove builders, mostly living locally. They all have to be trained and their skills and training have to be documented.
  • A monitoring system has to be set up to assure high stove quality not only when the stove is installed, but also during its lifetime (or at least during the first months of its use).
  • Users have to be involved in the stove installation and monitoring system, as they will be required to conduct periodic maintenance.


In Uganda and Kenya a quality and monitoring system was setup with the following components:

  • Certification of quality stove builders: after training and independent construction of 10 stoves, a builder is qualified as a ‘commercial stove builder’ and receives a badge.
  • Monitoring personnel are selected and have the following tasks:
- To monitor the quality of the stoves by unannounced household visits using a checklist: Kenya Rocket Mud Stove Checklist for Monitors
- To monitor regularly the number of stoves constructed and used
- To ensure that each home equipped with a new stove has received the user guidelines and knows how to maintain the stove.


The Pyramid Strategy – a training method for capacity development of stove producers in Kenya (2007) Source: PSDA, Kenya Pyramid Training


Uganda: CONSTRUCTION MANUAL FOR HOUSEHOLD ROCKET STOVES
for use as a training tool for stove artisans
  1. HOW TO BUILD THE HOUSEHOLD ROCKET LORENA STOVE
  2. HOW TO BUILD THE SHIELDED FIRE ROCKET STOVE

Household Stoves Construction Manual

Versión français: Guide français de foyer rocket en banco

Uganda, 2008

MANUEL DE CONSTRUCTION DES FOYERS AMÉLIORÉS EN BANCO POUR LES MÉNAGES
(Titre original: THE ROCKET SHIELDED FIRE STOVES)

Guide Français de foyer rocket en banco Uganda



Another example is the Inkawasi stove, produced in Peru:
Manual de Capacitación e Instalación de Cocinas Mejoradas
Inkawasi Stove Manual - Peru
MANUAL PARA LA CONSTRUCCIÓN DE COCINAS MEJORADAS MALENA, Bolivia 2009
Malena Manual - Bolivia


Centralised Stove Production Systems

Portable stoves, made of metal or ceramic, are generally produced in workshops or factories and then sold directly to the end users either directly from the factory, via wholesalers and retailers, or through distribution organisations. Generally, this results in a small number of producers. In this case a quality management system has to focus on:

  • the skills and potential of the producers
  • the stove itself


Quality Management

At the producer level, this includes selecting the right producers and ensuring that they are suitably qualified. Projects supported by GTZ have developed several methods to select the most appropriate producers using the following criteria:

  • Education and skills including basic literacy, artisan skills, entrepreneurship and professional experience.
  • Their level of interest and the compatibility of stove production with their current employment.
  • The availability of workshop space and access to basic commodities.
  • Personal factors, such as reputation, communication skills and reliability.

-> More Information: Selection Sheet designed in Ethiopia

After being selected, producers have to be given the support they need to produce the newly introduced technology through:

  • Training in special technical skills, entrepreneurship, quality management
  • Financial support; for example, a loan, credit, or a grant
  • Starter packages with moulds, tools, manuals, tables of measures

Once the producers have been selected, and have been provided with skills through workshop training schemes, a quality control system should be established, as shown in the table below.


Components of a Good Quality Control System

Testing and certification of design models or prototypes The GTZ projects in the Peruvian and Bolivian Andes, for example, contracted the Aprovecho Institute to get Benchmark Certification for all the stoves used in the project [see certification sheets]. After approval of the design model it has to be assured that all stoves produced later have the same quality as the prototypes.
External control of the stove quality and the production organisation.
In some cases this is only done during the initial introductory phase by the project. To maintain a high quality over a long time it is recommended that a constant quality control system is set up. In Burkina Faso, every month an inspector visits the producers and checks the stoves. In Malawi, stoves are regularly checked by the project or by the Department of Energy. If the producer maintains a high quality for a long period of time, only random samples are checked
Giving the stove a brand name The Malawian stoves logo indicates by flames and an L-shaped letter that the stove is built to a rocket stove principle.
Logo1fin.JPG

Logo3final.JPG
Branding stoves through distinctive logos (Malawi, Mali, Burkina Faso; Source: GTZ)
Identification of every stove with serial number In Malawi, each stove leaves the production site with a serial number and a certificate that serves as warranty (granted by producer)
Certificatefinal.JPG

Certification of producers and serial numbers of stoves in Malawi (Photos: GTZ)
Systematic registration of the stoves by the producer, when sold to whom These records are important to document the project’s impact. And they help the stove producer - even if they initially refuse to keep records. They get a better overview about the market and can adjust the number of certificate plates or labels to the real number of produced stoves. A record booklet can be used by illiterate people as shown in the example from Burkina Faso (see picture below).


Although monitoring and control of these ‘over the counter’ technologies at the workshop gate is easy to operate, it is very difficult and laborious to assess the later use, performance and lifetime of the products in the end users household.


Further Information

Andrea Reikat: GTZ FAFASO: Le Systeme de suivi Presentation - FAFASO: Le système de suivi
GTZ ProBEC: Institutional Stoves in Malawi Presentation - PROBEC Institutional Stoves in Malawi


References

This article was originally published by GIZ HERA. It is basically based on experiences, lessons learned and information gathered by GIZ cook stove projects. You can find more information about the authors and experts of the original “Cooking Energy Compendium” in the Imprint.



--> Back to Overview Cooking Energy Compendium