In first time excuse my wrong English and this loooong text.
The objective is NSL 5910 the dynamic characteristics standardization.
One: Tools
I have built an impulse controllable generator to illuminate a high brightness white led, (10 mA current), and an aluminium dispositive to support the LDR and the led. Also there is a 1000 Hz, variable voltage (up to 60Vrms) generator, to study a real T4B. For the present analysis I need an 10,0 V cc. external source.
Image. Pulse generator and tool photos in operation:
http://i749.photobucket.com/albums/xx138/miquel_bucket/DSC01346.jpg
Two: The resistive compression net in LA-2A and LA-3A.
It’s easy to describe that resistive net; with Excel you can calculate the dB attenuation for an every LDR resistance. For example: with 1.000 Ohms (habitual value in strong light LDR situation) the attenuation is 29,4 dB, and with 1 MOhm (close to darkness) the attenuation is 0,2 dB (close to no attenuation…), see next image.
Image:
http://i749.photobucket.com/albums/xx138/miquel_bucket/TheLA-2Anet.jpg
Three: resistance measure and time registration.
We need a datalogger (I have a datalogger from a cheap digital oscilloscope).
I built a resistive measure net that it is showing in the below image:
http://i749.photobucket.com/albums/xx138/miquel_bucket/Resistancemeasurewithoscilloscopedatalogger.jpg
I chose the voltage measurement across the LDR because I like that the voltage rise when resistance rise. The dark voltage is in the top of the datalogger. It’s easy to write an EXCEL sheet to calculate every resistance for every read voltage. It’s important to read the voltage with the oscilloscope probe in 1/10, in order to the input impedance to be 10 MOhms. The voltage reading in oscilloscope is, obviously, 1/10 of the real voltage.
Forth: Chose a representative value
I chose 0,6 V measured, (that is 6 V real), because is “round” number, corresponds a resistance of 150 KOhm, and that resistance correspond an 1,5 dB attenuation (more or less). I think -1,5 dB is a good value to see the end of compression release. Of course can be another value, as -1dB or less, but than then the time will be longer.
Next I show the datalogger image from a Real NSL 9010 dynamics measure:
http://i749.photobucket.com/albums/xx138/miquel_bucket/01analisi900ms.jpg
Five: What we can see?
I see in left the line in the 1V value (real 10V), that is the voltage across the LDR when its resistance it’s very high (more than 50 MOhm). Next, the LED starts bright and, in short time, the voltage dawn to very low values (remember: LDR light resistance is less than 1000 Ohms…!). At the end of the light impulse (at the moment 250 ms constant) the voltage rise and this slope shape shows the real behaviour.
Next we can put the datalogger axis on the values: 1.- When the voltage start rise (the led turn off), and 2.- when the voltage arrive at 0,6 V (6 V real). The datalogger shows the milliseconds, in this case 800 ms.
The standard value for this LDR (number one) is 800 ms.
Six: Comparative between six unities LDR
Remember: unities are milliseconds to go from full compression to -1,5 dB, (with an 250 milliseconds impulse).
1 – 800 ms
2 – 825 ms
3 – 675 ms
4 – 1.175 ms
5 – 1.750 ms
6 – 1.000 ms
Conclusions
Now I have only six NSL 5910 unities not connected in circuit, that number is not sufficient for establish statistical conclusions.
There are big differences between unities, in really I can see three families, first is when the time is between 600 and 800 ms, second family time may be around 1 and 1,2 seconds, and the third family is number five, with 1,7 seconds.
Another analysis is the static behaviour, not described here, but I have measured the resistance in dark (well… at 30 seconds dark) and all LDR has more than 10 MOhms resistance except number 5 that it has only 2,9 MOhms. In really, at 60 seconds dark, all LDR has more than 20 MOhms and number 5 has only 3,7 MOhms. I thing this LDR has not quality sufficient for compression uses.
Anyone have experiences to share?
Cooming soon: static analysis… weah…..
The objective is NSL 5910 the dynamic characteristics standardization.
One: Tools
I have built an impulse controllable generator to illuminate a high brightness white led, (10 mA current), and an aluminium dispositive to support the LDR and the led. Also there is a 1000 Hz, variable voltage (up to 60Vrms) generator, to study a real T4B. For the present analysis I need an 10,0 V cc. external source.
Image. Pulse generator and tool photos in operation:
http://i749.photobucket.com/albums/xx138/miquel_bucket/DSC01346.jpg
Two: The resistive compression net in LA-2A and LA-3A.
It’s easy to describe that resistive net; with Excel you can calculate the dB attenuation for an every LDR resistance. For example: with 1.000 Ohms (habitual value in strong light LDR situation) the attenuation is 29,4 dB, and with 1 MOhm (close to darkness) the attenuation is 0,2 dB (close to no attenuation…), see next image.
Image:
http://i749.photobucket.com/albums/xx138/miquel_bucket/TheLA-2Anet.jpg
Three: resistance measure and time registration.
We need a datalogger (I have a datalogger from a cheap digital oscilloscope).
I built a resistive measure net that it is showing in the below image:
http://i749.photobucket.com/albums/xx138/miquel_bucket/Resistancemeasurewithoscilloscopedatalogger.jpg
I chose the voltage measurement across the LDR because I like that the voltage rise when resistance rise. The dark voltage is in the top of the datalogger. It’s easy to write an EXCEL sheet to calculate every resistance for every read voltage. It’s important to read the voltage with the oscilloscope probe in 1/10, in order to the input impedance to be 10 MOhms. The voltage reading in oscilloscope is, obviously, 1/10 of the real voltage.
Forth: Chose a representative value
I chose 0,6 V measured, (that is 6 V real), because is “round” number, corresponds a resistance of 150 KOhm, and that resistance correspond an 1,5 dB attenuation (more or less). I think -1,5 dB is a good value to see the end of compression release. Of course can be another value, as -1dB or less, but than then the time will be longer.
Next I show the datalogger image from a Real NSL 9010 dynamics measure:
http://i749.photobucket.com/albums/xx138/miquel_bucket/01analisi900ms.jpg
Five: What we can see?
I see in left the line in the 1V value (real 10V), that is the voltage across the LDR when its resistance it’s very high (more than 50 MOhm). Next, the LED starts bright and, in short time, the voltage dawn to very low values (remember: LDR light resistance is less than 1000 Ohms…!). At the end of the light impulse (at the moment 250 ms constant) the voltage rise and this slope shape shows the real behaviour.
Next we can put the datalogger axis on the values: 1.- When the voltage start rise (the led turn off), and 2.- when the voltage arrive at 0,6 V (6 V real). The datalogger shows the milliseconds, in this case 800 ms.
The standard value for this LDR (number one) is 800 ms.
Six: Comparative between six unities LDR
Remember: unities are milliseconds to go from full compression to -1,5 dB, (with an 250 milliseconds impulse).
1 – 800 ms
2 – 825 ms
3 – 675 ms
4 – 1.175 ms
5 – 1.750 ms
6 – 1.000 ms
Conclusions
Now I have only six NSL 5910 unities not connected in circuit, that number is not sufficient for establish statistical conclusions.
There are big differences between unities, in really I can see three families, first is when the time is between 600 and 800 ms, second family time may be around 1 and 1,2 seconds, and the third family is number five, with 1,7 seconds.
Another analysis is the static behaviour, not described here, but I have measured the resistance in dark (well… at 30 seconds dark) and all LDR has more than 10 MOhms resistance except number 5 that it has only 2,9 MOhms. In really, at 60 seconds dark, all LDR has more than 20 MOhms and number 5 has only 3,7 MOhms. I thing this LDR has not quality sufficient for compression uses.
Anyone have experiences to share?
Cooming soon: static analysis… weah…..