Table of Content. c 1 / 5

Similar documents
3/8" Square (10 mm) Multi-Turn Cermet Trimmer

Multi-Turn Surface Mount 1/4" Square Cermet Trimmers, Fully Sealed

3/8" Square (10 mm) Multi-Turn Cermet Trimmer

5 mm Square Surface Mount Miniature Trimmers Single-Turn Cermet Fully Sealed

Surface Mount Miniature Trimmers Single-Turn Cermet Sealed

1.3 SCALARS AND VECTORS

Review Topic 14: Relationships between two numerical variables

Lecture Notes No. 10

Fully Sealed Container Cermet Potentiometer Professional Grade

CML: Series Low Resistance Chip Resistor Specification

f (x)dx = f(b) f(a). a b f (x)dx is the limit of sums

University of Sioux Falls. MAT204/205 Calculus I/II

Chem Homework 11 due Monday, Apr. 28, 2014, 2 PM

THERMAL EXPANSION COEFFICIENT OF WATER FOR VOLUMETRIC CALIBRATION

Core 2 Logarithms and exponentials. Section 1: Introduction to logarithms

Mechanical Engineering Letters, Szent István University

Acceptance Sampling by Attributes

Polynomials. Polynomials. Curriculum Ready ACMNA:

Exercise 3 Logic Control

Z0103/07/09 series. Blocking voltage to 800 V (NA and NN types)

Part 4. Integration (with Proofs)

Engr354: Digital Logic Circuits

Section 3.6. Definite Integrals

INTEGRATION. 1 Integrals of Complex Valued functions of a REAL variable

38.2. The Uniform Distribution. Introduction. Prerequisites. Learning Outcomes

1 PYTHAGORAS THEOREM 1. Given a right angled triangle, the square of the hypotenuse is equal to the sum of the squares of the other two sides.

Measuring Electron Work Function in Metal

The University of Nottingham SCHOOL OF COMPUTER SCIENCE A LEVEL 2 MODULE, SPRING SEMESTER MACHINES AND THEIR LANGUAGES ANSWERS

Chapter 0. What is the Lebesgue integral about?

Chapter 14. Matrix Representations of Linear Transformations

Green s Theorem. (2x e y ) da. (2x e y ) dx dy. x 2 xe y. (1 e y ) dy. y=1. = y e y. y=0. = 2 e

THE INFLUENCE OF MODEL RESOLUTION ON AN EXPRESSION OF THE ATMOSPHERIC BOUNDARY LAYER IN A SINGLE-COLUMN MODEL

Section 5.1 #7, 10, 16, 21, 25; Section 5.2 #8, 9, 15, 20, 27, 30; Section 5.3 #4, 6, 9, 13, 16, 28, 31; Section 5.4 #7, 18, 21, 23, 25, 29, 40

UNIT 1 FUNCTIONS AND THEIR INVERSES Lesson 1.4: Logarithmic Functions as Inverses Instruction

3.1 Review of Sine, Cosine and Tangent for Right Angles

Safety relay OA 5601, OA 5602, OA 5603

1 Linear Least Squares

arxiv: v1 [math.ca] 21 Aug 2018

TOPIC: LINEAR ALGEBRA MATRICES

4/3, 4/2 and 3/2 directional valve with wet-pin AC or DC solenoid

Math 32B Discussion Session Week 8 Notes February 28 and March 2, f(b) f(a) = f (t)dt (1)

STPSC16H065A. 650 V power Schottky silicon carbide rectifier. Datasheet. Features. Applications. Description

Discrete Structures Lecture 11

Parabola and Catenary Equations for Conductor Height Calculation

(h+ ) = 0, (3.1) s = s 0, (3.2)

, g. Exercise 1. Generator polynomials of a convolutional code, given in binary form, are g. Solution 1.

n f(x i ) x. i=1 In section 4.2, we defined the definite integral of f from x = a to x = b as n f(x i ) x; f(x) dx = lim i=1

1 This question is about mean bond enthalpies and their use in the calculation of enthalpy changes.

Finite State Automata and Determinisation

MATH Final Review

G. MATEESCU 1 A. MATEESCU 1 C. SAMOILĂ 2 D. URSUŢIU 2

Line Integrals and Entire Functions

1. a) Describe the principle characteristics and uses of the following types of PV cell: Single Crystal Silicon Poly Crystal Silicon

Hybrid Group Acceptance Sampling Plan Based on Size Biased Lomax Model

Lecture 3 Gaussian Probability Distribution

For the percentage of full time students at RCC the symbols would be:

System Validation (IN4387) November 2, 2012, 14:00-17:00

Lecture 1 - Introduction and Basic Facts about PDEs

Tutorial Worksheet. 1. Find all solutions to the linear system by following the given steps. x + 2y + 3z = 2 2x + 3y + z = 4.

Probability. b a b. a b 32.

18.06 Problem Set 4 Due Wednesday, Oct. 11, 2006 at 4:00 p.m. in 2-106

LESSON 11: TRANSFORMER NAME PLATE DATA AND CONNECTIONS

MA10207B: ANALYSIS SECOND SEMESTER OUTLINE NOTES

a) Read over steps (1)- (4) below and sketch the path of the cycle on a P V plot on the graph below. Label all appropriate points.

6.1 Definition of the Riemann Integral

AP Calculus AB Unit 4 Assessment

T b a(f) [f ] +. P b a(f) = Conclude that if f is in AC then it is the difference of two monotone absolutely continuous functions.

Non-Linear & Logistic Regression

7.2 The Definite Integral

(a) A partition P of [a, b] is a finite subset of [a, b] containing a and b. If Q is another partition and P Q, then Q is a refinement of P.

Continuous Random Variables

Freely propagating jet

Math 113 Fall Final Exam Review. 2. Applications of Integration Chapter 6 including sections and section 6.8

Solutions to Assignment 1

Math 113 Exam 2 Practice

( dg. ) 2 dt. + dt. dt j + dh. + dt. r(t) dt. Comparing this equation with the one listed above for the length of see that

Driving Cycle Construction of City Road for Hybrid Bus Based on Markov Process Deng Pan1, a, Fengchun Sun1,b*, Hongwen He1, c, Jiankun Peng1, d

CHENG Chun Chor Litwin The Hong Kong Institute of Education

where the box contains a finite number of gates from the given collection. Examples of gates that are commonly used are the following: a b

Energy Consideration

Restraint of purlins for various roof systems

Magnetically Coupled Coil

Development of Failure Probability Analysis Method for. Concrete Piers of Multi-span Continuous Bridges using

AP Calculus BC Chapter 8: Integration Techniques, L Hopital s Rule and Improper Integrals

Appendix C Partial discharges. 1. Relationship Between Measured and Actual Discharge Quantities

Distance And Velocity

Physics 505 Homework No. 11 Solutions S11-1

AP CALCULUS Test #6: Unit #6 Basic Integration and Applications

Name Class Date. Match each phrase with the correct term or terms. Terms may be used more than once.

Project 6: Minigoals Towards Simplifying and Rewriting Expressions

dt. However, we might also be curious about dy

Electromagnetic-Power-based Modal Classification, Modal Expansion, and Modal Decomposition for Perfect Electric Conductors

Student Activity 3: Single Factor ANOVA

SEMICONDUCTOR TECHNICAL DATA

How to simulate Turing machines by invertible one-dimensional cellular automata

How do we solve these things, especially when they get complicated? How do we know when a system has a solution, and when is it unique?

Distance Measurement. Distance Measurement. Distance Measurement. Distance Measurement. Distance Measurement. Distance Measurement

In right-angled triangles the square on the side subtending the right angle is equal to the squares on the sides containing the right angle.

Sect 10.2 Trigonometric Ratios

UNIT 31 Angles and Symmetry: Data Sheets

Transcription:

Tehnil Informtion - t nd t Temperture for Controlger 03-2018 en Tble of Content Introdution....................................................................... 2 Definitions for t nd t.............................................................. 2 Differene between t nd t......................................................... 2 Importne of t nd t.............................................................. 3 Need for two different temperture vlues.............................................. 3 Position of the t point.............................................................. 3 Prtil use of t nd t............................................................ 3 Prtil exmples for t nd t tempertures nd their lultion......................... 4... 1 / 5

Tehnil Informtion - t nd t Temperture for Controlger 03-2018 en 1. Introdution For ompline with the requirements of the luminire stndrd IEC/EN 60598, no prt of the luminire shll ttin temperture whih would impir sfety when the luminire is operted t its rted mbient temperture t. For the ontrolger the temperture limit is defined s the rted mximum temperture of the se of the ontrolger (t ) mesured t the given referene point mrked by the devie mnufturer. This tehnil informtion explins the mening of the t nd t temperture when nd how to use t nd t the relevne of t nd t for the therml performne nd lifetime of the ontrolger 2. Definitions for t nd t Rted mximum mbient temperture t : The ontrolger stndrd IEC/EN 61347 ontins no definition of t nd its mesurement for luminire inbuilt ontrolger. For independent ontrolger the luminire stndrd pplies. The luminire stndrd requires the mrking of the rted mximum mbient temperture t, if other thn 25 C. Rted mximum se temperture t : The definition ording to the lmp ontrolger stndrd IEC/EN 61347 is: "highest permissible temperture whih my our on the outer surfe (t the indited ple, if mrked) under norml onditions nd t the rted voltge or the mximum of the rted voltge rnge" 3. Differene between t nd t t = mbient temperture: The temperture rnge of the ir surrounding the eletroni ontrolger delred by the mnufturer. t = se temperture: The temperture of referene point on theontrolger housing. 2 / 5

Tehnil Informtion - t nd t Temperture for Controlger 03-2018 en 4. Importne of t nd t The mbient temperture t hs diret influene on the lifetime of eletroni omponents. If the mbient temperture t is too high, the devie nnot emit enough het to the environment. This n result in so-lled hotspots (points where the temperture onentrtes). Hotspots in the ir lose to the omponents n led to premture ging nd filure of the devies. The lifetime of ontrolger is bsed on its mbient temperture. The se temperture t is the highest permissible temperture whih my our t the t point on the ontrolger housing for sfe opertion. 5. Need for two different temperture vlues The mbient temperture t of ontrolger inside luminire is very diffiult to mesure. The mesurement of the t temperture is esier nd more relible. As prt of the design proess, Tridoni onduts mesurements for both t nd t nd mkes sure tht both mesurements meet the highest requirements. Hving relible result for t nd t, it is possible to provide ext orreltions between these two prmeters in the produt dtsheet. This llows the luminire mnufturer to determine the expeted lifetime of the ontrolger bsed on the t temperture whih is esier to mesure. 6. Position of the t point Typilly, the t point is pled diretly bove temperture nd lifetime ritil omponents (e.g. pitor, oil, et.). But there is no binding rule for tht. The t point is defined by the mnufturer nd n be freely hosen. Due to this ft, the t temperture is not suitble to ompre different ontrolger in terms of their therml performne. 7. Prtil use of t nd t For omprison of different ontrolger nd to get relible informtion bout their lifetime, the mbient temperture t hs to be tken into onsidertion. The t temperture is highly dependent on the ext position of the t point nd sine the mnufturer n define this position, it mkes no sense to ompre the t tempertures from different mnufturers. A lower or higher t temperture does not gurntee better qulity or longer lifetime. It ould be the result of different mnufturers using different, more or less fvourble t points. Additionlly, ontrolger from the sme mnufturer n hve different t tempertures but the sme t temperture. Also in tht se the t temperture is relevnt for the lifetime. Only the t temperture n provide relible informtion bout the lifetime of ontrolger. 3 / 5

Tehnil Informtion - t nd t Temperture for Controlger 03-2018 en 8. Prtil exmples for t nd t tempertures nd their lultion The following tble shows two different Tridoni devies. Although the t tempertures re different (55 C nd 60 C), the t tempertures (40 C) nd the lifetime (50.000 hours) re the sme. Expeted life-time: Type t 40 C 50 C 60 LED Driver type 1 t 55 C 65 C x Life-time 50,000 h 30,000 h x LED Driver type 2 t 60 C 70 C x Life-time 50,000 h 30,000 h x The LED Driver type 1 hs the following dt for 50,000 hours lifetime:... t : 40 C t : 55 C 4 / 5

Tehnil Informtion - t nd t Temperture for Controlger 03-2018 en In the following exmple the LED Driver type 1 is ompred to devie from different mnufturer whih uses different wording (see following tble). Opertionl temperture: Speifition item Vlue Unit Condition T-mx 50 C T-mx 90 C Mximum temperture mesured t T-point T-life 80 C Mesured t T-point Driver lifetime 50,000 h Mesured temperture t T-point is T-life The informtion sys: t (mx): +50 C t (mx): +90 C But the t temperture for lifetime of 50,000 hours is 80 C whih mens tht for this lifetime the t is not 50 C but 40 C. This mens tht the omprble vlues for lifetime of 50,000 hours re: t : +40 C t : +80 C The result shows tht the two ontrolger types (LED Driver type 1 from Tridoni nd the LED Driver from nother mnufturer) hve different t tempertures (80 C nd 55 C) but the t temperture (40 C) nd the lifetime (50.000 h) is the sme. So in this se both hve the sme therml performne. 5 / 5