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DIMENSIONAL ENGINEERING
GEOMETRIC DIMENSIONING
www.2itec.com.br 2i@2itec.com.br
2I
INTELIGÊNCIA INDUSTRIAL
1ª EDITION – 09/2020
New product development stages
Quality assurance in product
development depends on a correct
specification that impacts directly or
indirectly in cost and time.
There are several ways to detail a project in order to organize it. We
consider 4 stages in product development as a proposal to show
deadlines and costs:
• Conceptual: definition of product concepts with customer
• Representative: product design definition
• Industrialization: definition and construction of equipment,
assembly line, tools, control devices etc.
• Production
New product development stages
Product development costs in relation to
design changes
Product development cost can be expressed as shown
in curve above. Cost are more representative in the
industrialization stage. For this reason, the so-called
representative stage is the last opportunity not to incur
high costs for the product development.
Product
Development
Design changing
What is a Robust
Design?
Products have their normal production
variations that influence their quality. In order
to have a product with recognized quality in
the market, a robust design is necessary.
We define here that a robust design is one
that is not sensitive to variations in production,
that is, variations inherent in the production
process do not compromise the quality of the
product.
For this, we can apply many methodologies
during development that minimize the
possibility of failures during the project or the
life of the product.
Functional analysis and FMEA are some of
these methodologies that we can use to
reduce risks and develop a robust design.
Sistem
CF1
Functional Analisys:
MF1 CF1 CF2 CF3
Comp 1 X
Comp 2 X
Comp 3
Comp 5 X
Comp 5 X
Comp 6 X
Comp 7 X X
MF1
Function Matrix X components:
DFMEA:
Etc…
- Methodology for organizing & structuring the analysis
of failure modes by function & by components
- Analysis of component and interface design failure
CF1: Fix component to
vehicle- Function
- Failure mode
- Components
- Update of the list of product features
- Ranking of product characteristics
Safety/ Legislative: S/R
Fit / function: F/F
Etc.
-Validation plan (virtual / prototype)
-Design evolution
-Initial control plan
Incorrect clamping:
- tube break
- bracket break etc…
- Upper bracket...
- Body...
- Interface…
DFMEA output:
Functional Analisys and FMEA
Functional Analisys and FMEA
- Update of the list of product features
- Ranking of product characteristics
Safety/ Legislative: S/R
Fit / function: F/F
Etc.
-Validation plan (virtual / prototype)
- Calculation, dimensioning and
tolerancing, tests etc.
- Design evolution
- Initial control plan
DFMEA output:
By FMEA analysis, we can identify the design key and
critical points and define a design that fulfills the function
and requirement from customer.
The inherent variations of the process will then be known
and properly treated in order to obtain a robust design.
Another concern in the development is to supply products
and parts that are interchangeable thinking about after-
sales.
Imagine you need to supply spare parts for a product and
ensure that it will fulfill its function and assemble at the first
time.
How can we ensure this in a competitive way?
First of all, we need to understand the evolution of the
mechanical parts dimensioning.
How to ensure that all these parts are
interchangeable?
Interchangeable parts and process variation.
The concept of the parts being interchangeable brings the
expectation of them assembling the first time and obtaining the
expected performance defined by their function. Parts can be
produced in different processes, different plants and even in
different countries and still fulfill their function and allow assembly
without rework.
All processes have their qualitative variation that influence their
assemblability and function. To fulfill part function and
assemblability, customer must clearly define part in a language
recognized by the supplier. In addition, both customer and
supplier must clearly understand the means of measurement to
ensure that what has been produced is what was defined.
Customer Supplier
Able to define Able to interpret
Geometric x Cartesian System
Cartesian System
Until Leonardo da Vinci (1452-1519) mechanical drawings were
more artistic than technical. They showed some dimensions for
illustrative purposes. The great evolution occurred in 1638, when
René Descartes created the analytical geometry, which started
to be used to express the dimensional requirements of
mechanical designs. Without discarding Descartes, it should be
mentioned that, by merit, the Cartesian system should be called
the Fermatian system, because it was Pierre de Fermat (1601-
1655) who discovered the equations of the straight line and the
circumference, and the simplest equations of ellipse, parabola
and hyperbola.
Geometric System
In the 1950s (some literature mentions the 1940s), the Cartesian
system was perfected by Stanley Parker, who discovered the
circular tolerance field, and called Geometric Dimensioning &
Tolerancing - GD&T. GD&T is a language resources to
communicate geometric and dimensional tolerances,
mathematical resources to define them, and statistical and
computational resources to calculate the process capacity index,
Cp.
What is GD&T?
GD&T means Geometric Dimensioning and Tolerancing.
It is a system of symbols, rules and definitions used to
define the geometry of mechanical parts.
GD&T is one of the most powerful tools available that can
improve quality, reduce costs and reduce delivery. GD&T
on drawing must, first of all, capture the intention of the
design. However, the best design in the world is useless
if it cannot be produced.
In summary, GD&T are:
• Symbols.
• Rules
• Vocabulary
• Mathematical definition (ASME Y14.5.1)
• Internationally recognized standards - (ASME Y14.5
and ISO 1101)
There is no other standardized way to control the
geometry of parts. The old methods are ambiguous. The
problem is that many people interpret the design
differently. GD&T is standardized and mathematicised,
which means that anyone who knows the standard
knows what the design means.
Target: fit the blue piece in the beige housing
Cartesian
System
Geometric
System
Example
Functional Dimensioning and
Geometric Tolerancing
GD&T adopts the design philosophy
in which the functional requirement
defines dimensioning and the
tolerance value for each dimension.
The purpose of the standard is that an
assebly works if all the parts that
contribute to its functioning “work”.
The geometric system avoids
ambiguity and provides the largest
tolerance without compromising the
part's function.
14
What is the best tolerance?
Tight or open?Cost($)
Tolerances
Minimum
total cost
Optimal tolerance value
Development Engineering seeks the
lowest tolerance to guarantee the
fulfillment of the function and
Manufacturing seeks the highest
tolerance to have the lowest productive
cost.
The ideal tolerance is that which has
the lowest cost without compromising
the function of the product.
Production cost
regarding tolerances
Failure cost regarding
design changes
Total cost
Why do I need GD&T?
• Consider the gain in using the geometric system instead of
the Cartesian system.
Geometric x Cartesian System
57% gain in the
tolerance zone
ensuring the
same product
functionality
Example
Cartesian system
Tolerance zone
hole center hole center
Cartesian system allows ambiguity
Geometric system has a single interpretation
Why do I need GD&T?
• Consider the gain in using the geometric system instead of
the Cartesian system.
Lamp
Lamp base
Assembly
plate
Lamp bracket
The design requirement defines how it should be
dimensioning.
Why do I need GD&T?
• Consider the gain in using the geometric system instead of
the Cartesian system.
Define location from
assembly plate
Define orientation to have
best direction of the light.
Define form to avoid brake
of lamp base due to it’s in
porcelain material
Fonte: Tec-Ease
Additional 50%
gain in the
tolerance zone
50% gain in the
tolerance zone
The tolerance bonus application increases the tolerance field
allowing more parts to be approved without compromising
function and reducing the cost of the product.
Why do I need GD&T?
• Consider the gain in using the geometric system instead of
the Cartesian system.
Feature of size x surface
There are basically two types of elements:
feature of size (FOS) and surfaces. Feature
of size are those that have size limits, can
contain or be contained by a matching
envelope and have opposite points.
Below are some examples of feature of size
(FOS) and surfaces.
Feature Control Frame (FCF)
The geometric specification defines the type of
control, the measurement source and the tolerance
zone. Such frame has 3 sections:
➢ Geometric characteristics symbol;
➢ The value and shape of geometric tolerance. In
this field you can also have several modifiers;
➢ The reference frame that defines the restriction of
degrees of freedom (DOF) and the origin of the
measurement. Only through FCF we may know
the order of the datums and how the part should
be referenced.
Geometric tolerances
Geometric tolerances are divided into 3 types:
➢ Location controls;
➢ Orientation controls;
➢ Form controls.
Symbol Name Control type
 Straightness
Form
(Never locate)
 Flatness
 Circularity
 Cylindricity
 Perpendicularity
Orientation
(Never locate) Parallelism
 Angularity
 Profile of a line
Location, Orientation,
Size and Form
 Profile of a surface
 Position
Location and
Orientation of feature of
size
 Circular runout
Cylinder location
 Total runout
From 2018 version of the ASME Y14.5 standard, concentricity and
symmetry are no longer used. These controls can be replaced by the
position.
Datums
Datums have the function of establishing the
measurement origin and only through the FCF
(feature control frame) we know which order they
have.
In the picture below, naturally datum A restrain 3 DOF
(degrees of freedom), datum B restrain 2 DOF and datum C
restrain 1 DOF.
We can apply several modifiers to represent which function
we want to “protect”. There are modifiers that allow “shift”,
others that unlock some of the degrees of freedom.
The way to define datums depends on the function of the
part and how it is assembled on a counter part.
Form
Form controls do not locate features and don’t have
datum.
Symbol Name Description
 Straightness
Controls flat and cylindrical surfaces in
the longitudinal direction. Straightness can
also control the axis of cylindrical feature of
size. In this case, it must be placed next to
the FOS (modifier  can be applied).
 Flatness
Controls flat surfaces. Flatness can also
control the central plane of feature of size.
In this case, it must be placed next to the
FOS (modifier  can be applied).
 Circularity
Controls cross sections of cylinders
(internal or external), cones and spheres.
This control does not check for form
changes in cylinders (barrel, belt or cone
form).
 Cylindricity
Controls cylindrical elements. This
control checks for changes in shape in
cylinders (barrel, belt or cone form). It also
controls circularity and straightness.
Modifier  can be applied.
Orientation
Orientation controls do not locate features and must
have at least one datum. They are able to orient
surfaces or features of size.
Symbol Name Description
 Perpendicularity
Controls flat surfaces that are
perpendicular to a datum. The entire
surface must be within the specified
tolerance zone. On feature of size it
controls the perpendicularity of the axis
or the median plane in relation to a
datum.
 Parallelism
Controls flat surfaces that are parallel
to a datum. The entire surface must be
within the specified tolerance zone. On
feature of size it controls the parallelism
of the axis or the median plane in relation
to a datum.
 Angularity
Controls flat surfaces that are on a
basic angle to a datum. The entire
surface must be within the specified
tolerance zone. On feature of size it
controls the angularity on a basic angle
of the axis or the median plane in relation
to a datum.
Modifiers , ,  and  can be applied for a feature
of size and  and  for surfaces.
Location
Location controls may or may not have a datum.
Symbol Name Description
 Profile of a line
Controls lines in cross sections of surfaces
that may or may not have a datum. Generally
used to refine the surface profile tolerance.
Modifiers ,  and  can be applied.

Profile of a
surface
Controls location of any surface and may
have a datum or not. Without datum, it controls
only form. In cylindrical features you can also
control size if the size dimension is basic.
Modifiers ,  and  can be applied.
 Position
Controls location of points, axes or central
planes of feature of size. Modifiers , ,  and
 can be applied.
 Circular runout
Controls circular cross sections of features
displayed coaxial to the datum axis. It may be
applied in oblique or axially way. Modifier  can
be applied.
 Total runout
Controls cylindrical features displayed
coaxial to the datum axis. Controls all
characteristics except size. It may be applied in
oblique or axially way. Modifier  can be
applied.
26
Functional:
The part must be dimensioned attending its
function.
Cost:
Open specified tolerance, manufacturing cost will
be lower. It is important to understand how to get
the most out of GD&T resources.
Methodology:
Tec-Ease together with 2i has methods for applying
GD&T that simplify its use and maximize
tolerances.
ASME and ISO standards:
It is important to know the differences between
them for a correct interpretation in order to obtain
an adequate communication between customer
and supplier.
Dimensional Systems:
The geometric system has a clear definition for
who manufactures the part and who controls it.
Conclusion
Testimonials from
participants of our
courses
• “Tec-Ease training through instructor João Baker was very
aggregating for my training in GD&T. The teaching material has an
excellent quality, it’s very informative and rich in examples.”
Vinícius Eduardo (Powertrain Engineering – FCA Latam)
• “Very dynamic training with several practical discussions that
enrich students' knowledge and bring a very effective view of
knowledge in GD&T.”
Fabrício Silva (EGM Dimensional Engineering – GM)
• “The course content is very rich and very well referenced to the
standards, it fully covers all the content of the ASME Y14.5 and
ISO1101 standards. I have already participated in some courses on
GD&T, so I say that the instructor was able to provide participants
with full learning, always seeking to exhaust doubts, through a very
simple and objective didactic, not to mention the knowledge of the
standards that is of a impressive level.”
Luis Jamelli (Mechanical Development Designer – Vulkan do Brasil)
• “Excellent course, with a complete material, full of exercises
and examples. If you want to learn GD&T you need this course. A
watershed. I recommend!”
Yara Machado (Mechanical Engineer – Urthecast)
Coach
João Baker
Mechanical Engineer (CEFET-MG),
specialization in Innovation Management
(UFSC) and master in Mechanical Engineering
(UFMG) with 25 years of experience in the
automotive sector. Worked as Product
Engineering Supervisor at ZF Lenksysteme
managing and developing several projects.
Knowledge of the main manufacturing
processes such as stamping, machining,
welding, tube forming, plastic injection,
assemblies, surface and thermal treatment,
among others.
Coach in GD&T since 2006. Professor
at PUC, UNA and UFMG in disciplines like
Metrology, Mechanical Design among others.
29
Contact
João Baker
+ 55 (31) 99992-9979
www.2itec.com.br
joao@2itec.com.br
joao@tec-ease.com
2I
INTELIGÊNCIA INDUSTRIAL

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E book dimensional engineering

  • 1. DIMENSIONAL ENGINEERING GEOMETRIC DIMENSIONING www.2itec.com.br 2i@2itec.com.br 2I INTELIGÊNCIA INDUSTRIAL 1ª EDITION – 09/2020
  • 2. New product development stages Quality assurance in product development depends on a correct specification that impacts directly or indirectly in cost and time.
  • 3. There are several ways to detail a project in order to organize it. We consider 4 stages in product development as a proposal to show deadlines and costs: • Conceptual: definition of product concepts with customer • Representative: product design definition • Industrialization: definition and construction of equipment, assembly line, tools, control devices etc. • Production New product development stages
  • 4. Product development costs in relation to design changes Product development cost can be expressed as shown in curve above. Cost are more representative in the industrialization stage. For this reason, the so-called representative stage is the last opportunity not to incur high costs for the product development. Product Development Design changing
  • 5. What is a Robust Design? Products have their normal production variations that influence their quality. In order to have a product with recognized quality in the market, a robust design is necessary. We define here that a robust design is one that is not sensitive to variations in production, that is, variations inherent in the production process do not compromise the quality of the product. For this, we can apply many methodologies during development that minimize the possibility of failures during the project or the life of the product. Functional analysis and FMEA are some of these methodologies that we can use to reduce risks and develop a robust design.
  • 6. Sistem CF1 Functional Analisys: MF1 CF1 CF2 CF3 Comp 1 X Comp 2 X Comp 3 Comp 5 X Comp 5 X Comp 6 X Comp 7 X X MF1 Function Matrix X components: DFMEA: Etc… - Methodology for organizing & structuring the analysis of failure modes by function & by components - Analysis of component and interface design failure CF1: Fix component to vehicle- Function - Failure mode - Components - Update of the list of product features - Ranking of product characteristics Safety/ Legislative: S/R Fit / function: F/F Etc. -Validation plan (virtual / prototype) -Design evolution -Initial control plan Incorrect clamping: - tube break - bracket break etc… - Upper bracket... - Body... - Interface… DFMEA output: Functional Analisys and FMEA
  • 7. Functional Analisys and FMEA - Update of the list of product features - Ranking of product characteristics Safety/ Legislative: S/R Fit / function: F/F Etc. -Validation plan (virtual / prototype) - Calculation, dimensioning and tolerancing, tests etc. - Design evolution - Initial control plan DFMEA output: By FMEA analysis, we can identify the design key and critical points and define a design that fulfills the function and requirement from customer. The inherent variations of the process will then be known and properly treated in order to obtain a robust design. Another concern in the development is to supply products and parts that are interchangeable thinking about after- sales. Imagine you need to supply spare parts for a product and ensure that it will fulfill its function and assemble at the first time. How can we ensure this in a competitive way? First of all, we need to understand the evolution of the mechanical parts dimensioning.
  • 8. How to ensure that all these parts are interchangeable?
  • 9. Interchangeable parts and process variation. The concept of the parts being interchangeable brings the expectation of them assembling the first time and obtaining the expected performance defined by their function. Parts can be produced in different processes, different plants and even in different countries and still fulfill their function and allow assembly without rework. All processes have their qualitative variation that influence their assemblability and function. To fulfill part function and assemblability, customer must clearly define part in a language recognized by the supplier. In addition, both customer and supplier must clearly understand the means of measurement to ensure that what has been produced is what was defined. Customer Supplier Able to define Able to interpret
  • 10. Geometric x Cartesian System Cartesian System Until Leonardo da Vinci (1452-1519) mechanical drawings were more artistic than technical. They showed some dimensions for illustrative purposes. The great evolution occurred in 1638, when René Descartes created the analytical geometry, which started to be used to express the dimensional requirements of mechanical designs. Without discarding Descartes, it should be mentioned that, by merit, the Cartesian system should be called the Fermatian system, because it was Pierre de Fermat (1601- 1655) who discovered the equations of the straight line and the circumference, and the simplest equations of ellipse, parabola and hyperbola. Geometric System In the 1950s (some literature mentions the 1940s), the Cartesian system was perfected by Stanley Parker, who discovered the circular tolerance field, and called Geometric Dimensioning & Tolerancing - GD&T. GD&T is a language resources to communicate geometric and dimensional tolerances, mathematical resources to define them, and statistical and computational resources to calculate the process capacity index, Cp.
  • 11. What is GD&T? GD&T means Geometric Dimensioning and Tolerancing. It is a system of symbols, rules and definitions used to define the geometry of mechanical parts. GD&T is one of the most powerful tools available that can improve quality, reduce costs and reduce delivery. GD&T on drawing must, first of all, capture the intention of the design. However, the best design in the world is useless if it cannot be produced. In summary, GD&T are: • Symbols. • Rules • Vocabulary • Mathematical definition (ASME Y14.5.1) • Internationally recognized standards - (ASME Y14.5 and ISO 1101) There is no other standardized way to control the geometry of parts. The old methods are ambiguous. The problem is that many people interpret the design differently. GD&T is standardized and mathematicised, which means that anyone who knows the standard knows what the design means.
  • 12. Target: fit the blue piece in the beige housing Cartesian System Geometric System Example
  • 13. Functional Dimensioning and Geometric Tolerancing GD&T adopts the design philosophy in which the functional requirement defines dimensioning and the tolerance value for each dimension. The purpose of the standard is that an assebly works if all the parts that contribute to its functioning “work”. The geometric system avoids ambiguity and provides the largest tolerance without compromising the part's function.
  • 14. 14 What is the best tolerance? Tight or open?Cost($) Tolerances Minimum total cost Optimal tolerance value Development Engineering seeks the lowest tolerance to guarantee the fulfillment of the function and Manufacturing seeks the highest tolerance to have the lowest productive cost. The ideal tolerance is that which has the lowest cost without compromising the function of the product. Production cost regarding tolerances Failure cost regarding design changes Total cost
  • 15. Why do I need GD&T? • Consider the gain in using the geometric system instead of the Cartesian system. Geometric x Cartesian System 57% gain in the tolerance zone ensuring the same product functionality Example Cartesian system Tolerance zone hole center hole center
  • 16. Cartesian system allows ambiguity Geometric system has a single interpretation Why do I need GD&T? • Consider the gain in using the geometric system instead of the Cartesian system.
  • 17. Lamp Lamp base Assembly plate Lamp bracket The design requirement defines how it should be dimensioning. Why do I need GD&T? • Consider the gain in using the geometric system instead of the Cartesian system. Define location from assembly plate Define orientation to have best direction of the light. Define form to avoid brake of lamp base due to it’s in porcelain material
  • 18. Fonte: Tec-Ease Additional 50% gain in the tolerance zone 50% gain in the tolerance zone The tolerance bonus application increases the tolerance field allowing more parts to be approved without compromising function and reducing the cost of the product. Why do I need GD&T? • Consider the gain in using the geometric system instead of the Cartesian system.
  • 19. Feature of size x surface There are basically two types of elements: feature of size (FOS) and surfaces. Feature of size are those that have size limits, can contain or be contained by a matching envelope and have opposite points. Below are some examples of feature of size (FOS) and surfaces.
  • 20. Feature Control Frame (FCF) The geometric specification defines the type of control, the measurement source and the tolerance zone. Such frame has 3 sections: ➢ Geometric characteristics symbol; ➢ The value and shape of geometric tolerance. In this field you can also have several modifiers; ➢ The reference frame that defines the restriction of degrees of freedom (DOF) and the origin of the measurement. Only through FCF we may know the order of the datums and how the part should be referenced.
  • 21. Geometric tolerances Geometric tolerances are divided into 3 types: ➢ Location controls; ➢ Orientation controls; ➢ Form controls. Symbol Name Control type  Straightness Form (Never locate)  Flatness  Circularity  Cylindricity  Perpendicularity Orientation (Never locate) Parallelism  Angularity  Profile of a line Location, Orientation, Size and Form  Profile of a surface  Position Location and Orientation of feature of size  Circular runout Cylinder location  Total runout From 2018 version of the ASME Y14.5 standard, concentricity and symmetry are no longer used. These controls can be replaced by the position.
  • 22. Datums Datums have the function of establishing the measurement origin and only through the FCF (feature control frame) we know which order they have. In the picture below, naturally datum A restrain 3 DOF (degrees of freedom), datum B restrain 2 DOF and datum C restrain 1 DOF. We can apply several modifiers to represent which function we want to “protect”. There are modifiers that allow “shift”, others that unlock some of the degrees of freedom. The way to define datums depends on the function of the part and how it is assembled on a counter part.
  • 23. Form Form controls do not locate features and don’t have datum. Symbol Name Description  Straightness Controls flat and cylindrical surfaces in the longitudinal direction. Straightness can also control the axis of cylindrical feature of size. In this case, it must be placed next to the FOS (modifier  can be applied).  Flatness Controls flat surfaces. Flatness can also control the central plane of feature of size. In this case, it must be placed next to the FOS (modifier  can be applied).  Circularity Controls cross sections of cylinders (internal or external), cones and spheres. This control does not check for form changes in cylinders (barrel, belt or cone form).  Cylindricity Controls cylindrical elements. This control checks for changes in shape in cylinders (barrel, belt or cone form). It also controls circularity and straightness. Modifier  can be applied.
  • 24. Orientation Orientation controls do not locate features and must have at least one datum. They are able to orient surfaces or features of size. Symbol Name Description  Perpendicularity Controls flat surfaces that are perpendicular to a datum. The entire surface must be within the specified tolerance zone. On feature of size it controls the perpendicularity of the axis or the median plane in relation to a datum.  Parallelism Controls flat surfaces that are parallel to a datum. The entire surface must be within the specified tolerance zone. On feature of size it controls the parallelism of the axis or the median plane in relation to a datum.  Angularity Controls flat surfaces that are on a basic angle to a datum. The entire surface must be within the specified tolerance zone. On feature of size it controls the angularity on a basic angle of the axis or the median plane in relation to a datum. Modifiers , ,  and  can be applied for a feature of size and  and  for surfaces.
  • 25. Location Location controls may or may not have a datum. Symbol Name Description  Profile of a line Controls lines in cross sections of surfaces that may or may not have a datum. Generally used to refine the surface profile tolerance. Modifiers ,  and  can be applied.  Profile of a surface Controls location of any surface and may have a datum or not. Without datum, it controls only form. In cylindrical features you can also control size if the size dimension is basic. Modifiers ,  and  can be applied.  Position Controls location of points, axes or central planes of feature of size. Modifiers , ,  and  can be applied.  Circular runout Controls circular cross sections of features displayed coaxial to the datum axis. It may be applied in oblique or axially way. Modifier  can be applied.  Total runout Controls cylindrical features displayed coaxial to the datum axis. Controls all characteristics except size. It may be applied in oblique or axially way. Modifier  can be applied.
  • 26. 26 Functional: The part must be dimensioned attending its function. Cost: Open specified tolerance, manufacturing cost will be lower. It is important to understand how to get the most out of GD&T resources. Methodology: Tec-Ease together with 2i has methods for applying GD&T that simplify its use and maximize tolerances. ASME and ISO standards: It is important to know the differences between them for a correct interpretation in order to obtain an adequate communication between customer and supplier. Dimensional Systems: The geometric system has a clear definition for who manufactures the part and who controls it. Conclusion
  • 27. Testimonials from participants of our courses • “Tec-Ease training through instructor João Baker was very aggregating for my training in GD&T. The teaching material has an excellent quality, it’s very informative and rich in examples.” Vinícius Eduardo (Powertrain Engineering – FCA Latam) • “Very dynamic training with several practical discussions that enrich students' knowledge and bring a very effective view of knowledge in GD&T.” Fabrício Silva (EGM Dimensional Engineering – GM) • “The course content is very rich and very well referenced to the standards, it fully covers all the content of the ASME Y14.5 and ISO1101 standards. I have already participated in some courses on GD&T, so I say that the instructor was able to provide participants with full learning, always seeking to exhaust doubts, through a very simple and objective didactic, not to mention the knowledge of the standards that is of a impressive level.” Luis Jamelli (Mechanical Development Designer – Vulkan do Brasil) • “Excellent course, with a complete material, full of exercises and examples. If you want to learn GD&T you need this course. A watershed. I recommend!” Yara Machado (Mechanical Engineer – Urthecast)
  • 28. Coach João Baker Mechanical Engineer (CEFET-MG), specialization in Innovation Management (UFSC) and master in Mechanical Engineering (UFMG) with 25 years of experience in the automotive sector. Worked as Product Engineering Supervisor at ZF Lenksysteme managing and developing several projects. Knowledge of the main manufacturing processes such as stamping, machining, welding, tube forming, plastic injection, assemblies, surface and thermal treatment, among others. Coach in GD&T since 2006. Professor at PUC, UNA and UFMG in disciplines like Metrology, Mechanical Design among others.
  • 29. 29 Contact João Baker + 55 (31) 99992-9979 www.2itec.com.br joao@2itec.com.br joao@tec-ease.com 2I INTELIGÊNCIA INDUSTRIAL