So I finally installed LTspice (actually did have a copy installed but had never used it) to help out someone in the Projects forum (How to have capacitor power only one part of parallel circuit?) and they are using a blue LED. So I needed a model for a blue LED but, unfortunately, the included devices only said LED. So my next step was to use one that had a forward voltage of about 3.2V, but that information wasn't listed, either. In their selection table they list only the breakdown voltage and the average current.
So what to do?
In their models they have Is and N. From these we can get Vf at a particular Vd very easily according to the relationship:
\(
I_f \; = \; I_s \cdot e^{ \( \frac{V_f}{N V_t} \)}
\)
Solving for Vf we get
\(
V_f \; = \; N V_t \cdot \ln \( \frac{I_f}{I_s} \)
\)
I used this to set up a little spreadsheet where I have sorted the list of stock LEDs based on the forward voltage at the specified average current and also added a column for the forward voltage at a specific current contained in another cell. The table is sorted in order of descending Vf@Iave. The following table uses If=20mA.
Part #|Mfg|Is (A)|N|Iave (A)|Vf@Iave (V)|Vd@If (V)
PT-121-B|Luminous|4.35E-07|8.37|20.000|3.84|2.34
NSCW100|Nichia|1.69E-08|9.626|0.030|3.60|3.50
NSPW500BS|Nichia|2.70E-10|6.79|0.030|3.27|3.20
LUW-W5AP|OSRAM|6.57E-08|7.267|2.000|3.26|2.39
AOT-2015|AOT|5.96E-10|6.222|0.180|3.16|2.80
W5AP-LZMZ-5K|Lumileds|3.50E-17|3.12|2.000|3.13|2.76
LXK2-PW14|Lumileds|3.50E-17|3.12|1.600|3.11|2.76
NSSWS108T|Nichia|1.13E-18|3.02|0.040|2.99|2.94
LXHL-BW02|Lumileds|4.50E-20|2.6|0.400|2.95|2.75
NSSW008CT-P|Nichia|2.30E-16|3.43|0.040|2.92|2.86
QTLP690C|Fairchild|1.00E-22|1.5|0.160|1.90|1.82
Note that this doesn't take into account some of the other model parameters such as Rs, but it gives a good starting point.
Hopefully this will be helpful to someone.
So what to do?
In their models they have Is and N. From these we can get Vf at a particular Vd very easily according to the relationship:
\(
I_f \; = \; I_s \cdot e^{ \( \frac{V_f}{N V_t} \)}
\)
Solving for Vf we get
\(
V_f \; = \; N V_t \cdot \ln \( \frac{I_f}{I_s} \)
\)
I used this to set up a little spreadsheet where I have sorted the list of stock LEDs based on the forward voltage at the specified average current and also added a column for the forward voltage at a specific current contained in another cell. The table is sorted in order of descending Vf@Iave. The following table uses If=20mA.
Part #|Mfg|Is (A)|N|Iave (A)|Vf@Iave (V)|Vd@If (V)
PT-121-B|Luminous|4.35E-07|8.37|20.000|3.84|2.34
NSCW100|Nichia|1.69E-08|9.626|0.030|3.60|3.50
NSPW500BS|Nichia|2.70E-10|6.79|0.030|3.27|3.20
LUW-W5AP|OSRAM|6.57E-08|7.267|2.000|3.26|2.39
AOT-2015|AOT|5.96E-10|6.222|0.180|3.16|2.80
W5AP-LZMZ-5K|Lumileds|3.50E-17|3.12|2.000|3.13|2.76
LXK2-PW14|Lumileds|3.50E-17|3.12|1.600|3.11|2.76
NSSWS108T|Nichia|1.13E-18|3.02|0.040|2.99|2.94
LXHL-BW02|Lumileds|4.50E-20|2.6|0.400|2.95|2.75
NSSW008CT-P|Nichia|2.30E-16|3.43|0.040|2.92|2.86
QTLP690C|Fairchild|1.00E-22|1.5|0.160|1.90|1.82
Note that this doesn't take into account some of the other model parameters such as Rs, but it gives a good starting point.
Hopefully this will be helpful to someone.