flicker measurement - admesyfig 10 led lamp: flicker percentage 54,7%, flicker index 0,17. when...
TRANSCRIPT
flicker measurement display & lighting measurement
technical note
2
Contents 1 Introduction ...................................................................................................................................... 3
1.1 Flicker ...................................................................................................................................... 3
1.2 Flicker images for LCD displays.............................................................................................. 3
1.3 Causes of flicker ...................................................................................................................... 3
2 Measuring high and low frequencies .............................................................................................. 4
2.1 Introduction ................................................................................................................................... 4
2.1 Low and high frequencies in Admesy instruments .................................................................. 4
3 Flicker calculation methods ............................................................................................................. 4
3.1 Introduction .............................................................................................................................. 4
3.2 General flicker calculations ..................................................................................................... 5
3.3 LCD contrast min/max method ................................................................................................ 6
3.4 LCD contrast RMS method ..................................................................................................... 7
3.5 LCD JEITA method ................................................................................................................. 8
3.6 LCD VESA method ................................................................................................................. 9
4 Lighting: flicker percentage and flicker index ................................................................................ 10
4.1 Light sources ......................................................................................................................... 10
4.2 Flicker percentage and flicker index definition ...................................................................... 12
3
1 Introduction
1.1 Flicker Flicker can occur in all sources that emit light and flicker measurements are commonly used in the display and lighting industry. Flicker is a frequency domain effect and can cause discomfort in humans and animals, additionally in some cases it can lower the lifetime of a device. Some effects it can cause in humans are:
Neurological problems, including epileptic seizure
Headaches, fatigue
Blurred vision, eyestrain
Apparent slowing or stopping of motion
Reduced visual task performance
Distraction In an LCD, flicker is a phenomenon that is caused by Vcom offset usually resulting in a frequency of half the frame frequency. In lighting we can differentiate high frequency flicker or stroboscopic effects and low frequency flicker often caused by bad power supplies. Flicker for display measurement is defined as the visible flicker only. The calculation methods contain a form of low-pass filter. This can be one of the following:
A low pass filter in hardware
A low pass Butterworth filter in software
A multiplication done in software on the FFT (JEITA/VESA method) Flicker needs to be measured using a human vision corrected sensor (CIE1931 luminance response) and using a correct acceptance angle. It should basically look at the light source in the same way the human eye does, otherwise the measurement result will not correlate to what we see. Currently a number of methods to calculate flicker are defined. All have their advantages and disadvantages, which are discussed in this document.
1.2 Flicker images for LCD displays In an LCD, flicker depends also on the driving technique of the display. This means some images will show flicker, while other images will not. Think about items like dot or line inversion and the different result an image will give. There are many images possible and these all depend on the display driving technique. The display manufacturer should be able to select the correct image for testing. Admesy provides some images in the LCD demo software. These are only provided as a demo and may not be most suitable for the display that is tested. This means that the display manufacturer needs to provide the correct image or at least advise how this image should look like. Note: the new IDMS (http://icdm-sid.org/) prescribes a moving image for flicker measurement. This is not always possible for pattern generators.
1.3 Causes of flicker In an LCD, flicker is a common issue that is caused by a DC offset in the LCD and can be adjusted by
changing the common voltage (Vcom). In lighting and displays one of the root causes for flicker can
also be the power supply of the light source (or backlight in an LCD). Any AC signal or non-stable
behaviour can cause visible flicker.
4
2 Measuring high and low frequencies
2.1 Introduction To measure high frequencies, a high sample rate and high pass electronics are necessary. Some
instruments may have a high sample rate but are limited in electronics regarding the maximum
frequency (e.g. a hardware low pass filter). To measure low frequencies, the measurement needs to
cover a long time to capture multiple frames of the low frequency.
2.1 Low and high frequencies in Admesy instruments Every Admesy instrument that can measure flicker has two parameters for capturing the signal:
Number of samples
Delay The sample rate of each instrument is different, but the use of the parameters is the same. When the βnumber of samplesβ is increased, the measurement time will increase. When βdelayβ is increased also the total measurement time will increase. Example1: When we are interested in measuring only higher frequencies, we have no need for the delay function so we set it to 0. We chose the βnumber of samples such that the measurement becomes stable. Example 2: When we want to measure low frequencies, for example 1Hz, than we donβt need a very high amount of samples, but we need the delay to increase the measurement time. For example we take 2000 samples and set the delay to 50. Example 3: Measuring both high and low frequencies can be done by combining the settings. For example with a Cronus, you could set the number of samples to 100,000 and the delay to 20. This would measure a total time of about 8 seconds.
3 Flicker calculation methods
3.1 Introduction At present, the calculation methods for flicker differ between the display industry and lighting industry.
Additionally, multiple non-official calculation methods exist. Admesy currently supports the following
standards for display measurement:
Contrast min/max method
Contrast RMS method
JEITA method
VESA method
Admesy supports the following calculations for lighting measurement:
Flicker percentage
Flicker index
5
3.2 General flicker calculations In general, flicker can be defined as the ratio of the AC level of the signal and the DC level of the signal.
Fig 1 AC and DC levels of signal.
πππππππ = π΄πΆ πππ£ππ
π·πΆ πππ£ππ
Equation 1
This is a simplified model of course. The AC component can be calculated in various ways. Therefore multiple definitions exist for flicker measurement. The next chapters cover existing flicker calculation methods used in the display and lighting industry in more detail. All Admesy instruments can output the raw signal, so that new calculation methods can always be added by implementing them in the PC software. Additionally some devices support the currently defined calculations directly from firmware using simple measure:flicker commands.
AC level
DC level
6
3.3 LCD contrast min/max method This method calculates the AC level by taking the maximum and minimum of the signal. The DC level
is defined as the average value of the signal.
Fig 2 AC and DC levels of signal.
πππππππ = (πππ₯ β πππ )
ππ£πππππ Β· 100%
Equation 2
πππππππ = 10πππ10 (πππ₯ β πππ )
ππ£πππππ ππ΅
Equation 3
Advantages
Simple: Always possible to embed in firmware of a device.
Disadvantages
Requires a low pass filter either in hardware or software to filter higher frequencies.
Max
Min
DC
7
3.4 LCD contrast RMS method The LCD contrast RMS calculation method calculates the AC value of the signal as the RMS (Root
Mean Square) value of the signal. The DC level is defined as the average of the signal.
Fig 3 RMS and DC levels of signal.
πππππππππππ =β1
πβ (π₯π β π₯π·πΆ)2πβ1
π=0
π₯π·πΆ Β· 100%
Equation 4 π₯π·πΆ equals average value of the signal.
πππππππππ΅ = 10πππ10 (πππππππππππ
100)
Equation 5 π₯π·πΆ equals average value of the signal.
Advantages
Reasonably Fast (but slower than min/max method) Reasonably Simple: Always possible to embed in firmware of a device.
Disadvantages
Needs a low pass filter either in hardware or software to filter higher frequencies.
DC
RMS
8
3.5 LCD JEITA method The JEITA method is based on frequency domain calculations. It uses an FFT to determine the AC
and DC level of the measured signal and translates the signal into an FFT (figure 5).
Fig 4 RMS and DC levels of signal.
Fig 5 FFT.
After calculating the FFT, a weighting factor is applied to compensate for human eye sensitivity to
frequency. This has been defined as shown in the graph (fig 6) and table below (table 1).
Fig 6
DC
Lowest
detected
frequency
Lowest detected
frequency P1 = 30
DC level P0 = 500
9
Frequency Factor
(Hz) dB Ratio
0 0 1.000
10 0 1.000
20 0 1.000
30 - 3 0.708
40 - 6 0.501
50 - 12 0.251
60 - 40 0.010
Table 1
This means that in the signal we measured, P1 at 30Hz should be reduced by -3dB. The 60Hz
component should be reduced by -40dB but since it is lower than the 30Hz component, it is not used
in the final calculation anyway. The amplitudes found on the previous page (P0 and P1) are reduced
by the factors and the final result will then be:
ππ0 = π0 Β· 1
Equation 6
ππ1 = π1 Β· 0.708
Equation 7
ππππππππ½πΈπΌππ΄ = 20πππ10 (ππ1
ππ0) ππ΅
Equation 8
Advantages
No need for an additional low pass filter.
Disadvantages
Slowest method, on embedded systems sometimes too slow to be useful. Needs a fast CPU for FFT calculation.
In case of only a few number of samples, it is not always the most stable method. Due to relatively low speed it is not suitable for production settings.
3.6 LCD VESA method The VESA method is equal to the JEITA method with a small difference in the result calculation which results in a difference of approximately 3.01dB caused by squaring the amplitudes in the FFT.
πππππππππΈππ΄ = (ππππππππ½πΈπΌππ΄ + 20 πΏππ10(β2) )ππ΅ Equation 9
10
4 Lighting: flicker percentage and flicker index
4.1 Light sources In lighting, the power that is used is either directly from the mains power or through a power supply. The power supply can be a root cause for flicker and the faster a light source responds to power changes, the more this effect will be recognized. With fluorescent light sources or incandescent lamps the effect is reduced due to the slow response of the lamp itself, but still this doesnβt mean that these lamps have no flicker.
Fig 7 Incandescent lamp: flicker percentage 6,6%, flicker index 0,02.
Fig 8 Magnetically ballasted-fluorescent tube: flicker percentage 28,4%, flicker index 0,07.
11
Fig 9 CFL lamp: flicker percentage 5,1%, flicker index 0,01.
Fig 10 LED lamp: flicker percentage 54,7%, flicker index 0,17.
When looking at LED lighting, the problem is a lot bigger because the LED responds very fast to changes of the power supply. Ideally the LED is driven by a DC current, but this is not available from the main power source, so requires expensive electronics components.
12
4.2 Percentage flicker and flicker index definition The advantage of percent flicker is that it uses a 0-100% scale. It is also referred to as peak-to-peak contrast or Michelson contrast in literature. The advantage of flicker index is that it uses a 0-1.0 scale. It is less well known at this stage and not used as often as the percent flicker method. Both methods are based on the analysis of one cycle of the periodic waveform and does not account for any frequency component, which is the biggest difference form the LCD flicker measurement methods. The following graphical representation shows the way of calculating percent flicker and the flicker index based on capturing one cycle of the optical signal.
Fig 11 Example of one light fluctuating cycle and relations of flicker.
Equation 10 Equation 11
πππππππ‘πππ πππππππ = 100 Β· max β πππ
max + πππ
πππππππ πππππ₯ =ππππ 1
ππππ 1 + ππππ 2
ππππ 2
ππππππ’π π£πππ’π
πππ₯πππ’π π£πππ’π
ππππ 1
π΄π£πππππ
πππβπ‘
ππ’π‘ππ’π‘
13
Fig 12 Flicker index and percentage example.
ππππ 1
ππππ 2
πππππππ πππππ₯ = 0.25 πππππππ πππππππ‘πππ = 50
14
Admesy B.V. Sleestraat 3 6014 CA Ittervoort The Netherlands T +31 (0)475 600 232 F +31 (0)475 600 316 www.admesy.com [email protected]
The material in this document is subject to change. No rights can be derived from the content of this document. All rights reserved. No part of this document may be reproduced, stored in a database or retrieval system, or published in any form or way, electronically, mechanically, by print, photo print, microfilm or any other means without prior written permission from the publisher.
Version 1.0.7 07/2017