Lecture number 2 Thermal & Mechanical Models. Automated Analysis for Non-Failure Operation

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Lecture number 2 Thermal & Mechanical Models. Automated Analysis for Non-Failure Operation www.asonika.com

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www.asonika.com. Lecture number 2 Thermal & Mechanical Models. Automated Analysis for Non-Failure Operation. www.asonika.com. MODELS of THERMAL PROCESSES (ASONIKA- T and ASONIKA-TM). λ - f actor of heat conductivity of a material; - s pecific capacity; Т – t emperature; - PowerPoint PPT Presentation

Transcript of Lecture number 2 Thermal & Mechanical Models. Automated Analysis for Non-Failure Operation

Page 1: Lecture number  2 Thermal & Mechanical Models.  Automated Analysis for  Non-Failure Operation

Lecture number 2Thermal & Mechanical

Models. Automated Analysis for Non-Failure Operation

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Page 2: Lecture number  2 Thermal & Mechanical Models.  Automated Analysis for  Non-Failure Operation

MODELS of THERMAL PROCESSES

(ASONIKA-T and ASONIKA-TM)

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02

2

2

2

2

2

d

dTСq

z

Т

y

Т

x

ТрV

λ - factor of heat conductivity of a material; - specific capacity; Т – temperature; – specific thermal capacity of a material; - material density; - time

Vq

рС

Page 3: Lecture number  2 Thermal & Mechanical Models.  Automated Analysis for  Non-Failure Operation

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The firm body conditionally broken into elementary volumes by orthogonal planes (a)

and the allocated set of elementary volumes along an axis X (b)

Page 4: Lecture number  2 Thermal & Mechanical Models.  Automated Analysis for  Non-Failure Operation

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40032001 TTGTTGTTGTTG yyxx

000

06005 Qd

dTСTTGTTG zz

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Fragment of the electric scheme, modelling the non-stationary heat transfer processes

through elementary volume

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Theme 1:Main principles of

construction of thermal models

Roller1_ASONIKA-T.avi

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Theme 2:Construction of model of thermal processes of a payment with a heater

capacity P on one of the parties for a stationary

thermal mode Roller2_ASONIKA-T.avi

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Theme 3:Construction of model of thermal processes of a payment with a heater

capacity P on one of the parties for a non-stationary

thermal mode Roller3_ASONIKA-T.avi

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Theme 4:Construction of model of thermal processes of the

transistor Roller4_ASONIKA-T.avi

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Theme 5:Construction of model of thermal processes of the

transistor established on a radiator

Roller5_ASONIKA-T.avi

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Theme 6:Construction of model of thermal processes of the

tight block Roller6_ASONIKA-T.avi

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Theme 7:Automatic construction of

thermal models in a subsystem ASONIKA-T on an example of the block of

cassette type

Roller7_ASONIKA-T.avi

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MODELS of MECHANICAL PROCESSES (ASONIKA-M)

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},{}]{[}]{[}]{[ PrKrCrM }{r - vector of central movings;

][],[],[ KCM - Matrixes of weights, viscous dispersion of energy and rigidity accordingly;

}{P - vector of external influences.

For the decision of the given problem the method of final elements is used.

Page 14: Lecture number  2 Thermal & Mechanical Models.  Automated Analysis for  Non-Failure Operation

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ASONIKA-MSubsystem of the analysis of volumetric constructions of electronic equipment on mechanical

influences

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Theme 1:The basic possibilities of subsystem ASONIKA-MRoller1_ASONIKA-M.avi

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Theme 2:Input of the initial data

Roller2_ASONIKA-M.avi

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Theme 3:Calculation and the analysis of results

Roller3_ASONIKA-M.avi

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MODELS for analysis and firmness maintenance to mechanical influences

of electronic designs, established on vibration isolators (ASONIKA-V - Subsystem of the analysis

and maintenance of stability to mechanical influences of electronic equipment, established on vibration

isolators)

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Page 19: Lecture number  2 Thermal & Mechanical Models.  Automated Analysis for  Non-Failure Operation

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,6,...,2,1

),(

i

tПTdtTd Qqqqiiii

m

kikiik qqП

1,

21

m

kikiikqqT

1,

21

Page 20: Lecture number  2 Thermal & Mechanical Models.  Automated Analysis for  Non-Failure Operation

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.0)

)(1(

;0)

)(1(

;0)

)(1(

;0))()(1(

;0))()(1(

;0))()(1(

666556446226

1162,162

6652

5642

46

656555445335

1153,162

5652

5542

45

646545444334

2243,262

4652

4542

44

53543403333332

33

62642402222222

22

61651501111112

11

AAAA

AjAAA

AAAA

AjAAA

AAAA

AjAAA

AAAAjA

AAAAjA

AAAAjA

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Page 28: Lecture number  2 Thermal & Mechanical Models.  Automated Analysis for  Non-Failure Operation

MODELS of MECHANICAL PROCESSES (ASONIKA-TM –

Subsystem of the analysis of volumetric constructions of electronic equipment on mechanical

influences )

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),,,()/(

)/(2

)/() /(

442

224 3

44 22

tyxPyzD

yxzD

xztz

D10m

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z

m0S

yx,

- complex deflection of the printed-circuit board in a point with coordinates x, y at the moment of time t

- complex deflection printing the weight of printed-circuit board having on unit of the area

in a point with coordinates

)),1(12/( 213

11 hED

))1(12/( 213

22 hED

- complex cylindrical rigidity of printed-circuit board on axes x and y

Page 30: Lecture number  2 Thermal & Mechanical Models.  Automated Analysis for  Non-Failure Operation

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3 1 2 2D D D k 2 1 2D D k

kD G h 3 12/

G E 45 452 1/ ( ( ))

E1 2E 45Eh - thickness of the printed-circuit board

,

,

- complex modules of elasticity of a material of the printing payments on axes of coordinates x, y and at an angle 45 degrees to axes

Page 31: Lecture number  2 Thermal & Mechanical Models.  Automated Analysis for  Non-Failure Operation

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,

,

- Factors of Puassona of a material of the printed-circuit board on axes and at an angle 45 degrees to axes accordingly (the direction of axes also is combined with a direction of parties printed-circuit board); - the complex external force raising fluctuations, having on unit of area printed-circuit board in a point with coordinates at the moment of time t.

45,2,1

tyxP ,,

Page 32: Lecture number  2 Thermal & Mechanical Models.  Automated Analysis for  Non-Failure Operation

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,

The sketch of printed-circuit board with the put grid

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,

Mechanical model of printed-circuit board

Page 34: Lecture number  2 Thermal & Mechanical Models.  Automated Analysis for  Non-Failure Operation

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ASONIKA-ТMSubsystem of the analysis of constructions of printed board assemblies on thermal and mechanical

influences

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MENTOR GRAPHICS - ASONIKA-ТM

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Theme 1:The basic possibilities of subsystem ASONIKA-TMRoller1_ASONIKA-TM.avi

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Theme 2:Input of the initial data

Roller2_ASONIKA-TM.avi

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Theme 3:Calculation and the analysis of results

Roller3_ASONIKA-TM.avi