TheFishMan65
New member
Believe kcress first posted this fact. The HLG series of drivers only dims to about 50% of the drive current. So dawn will be like when you were a kid and mom came in and opened the blinds at 7:00 in the morning 

Believe kcress first posted this fact. The HLG series of drivers only dims to about 50% of the drive current. So dawn will be like when you were a kid and mom came in and opened the blinds at 7:00 in the morning![]()
Okay, so I have 96 XP-E Blues and 72 XP-G whites to work with in a parallel build.
I'm looking for a way to drive these in parallel using the HLG Meanwells that dim completely (or at least almost completely). My proposed layout split both colors of LED's into two groups so a total of 4 HLG150-48B's would be used.
Each HLG with blue LED's would have 48 LED's in 4 parallel strings of 12 running at 800mA. Two of them would total my 96 blue LED's
Each HLG with White LED's would have 36 LED's in 3 parallel strings of 12 running at 1000mA. The two of them would equal my 72 white LED's.
Would this work?
Believe kcress first posted this fact. The HLG series of drivers only dims to about 50% of the drive current. So dawn will be like when you were a kid and mom came in and opened the blinds at 7:00 in the morning![]()
Actually I found the post and he's indicated that the HLG dims fully up until the HLG240 and HLG320. Those don't dim fully.
would i be able to run 16 cree xr-e RB on one driver to make it so two drivers run each unit and one driver runs each color bulb?
Powergate provided me with a quote for various MW drivers including HLGs. They seemed to indicate there would be no problem supplying though it could take up to 10 weeks to fill my order. Since the other drivers were ELN and LPC I'm guessing the high lead time would be due to the HLGs.
This table shows the quantum sensor's output under varying light sources. The sensor's spectral response, the spectral output of electric lamps, and these errors are all constant -- allowing the user to calculate the correct output for each light source.
For example, if the MQ-100 Quantum Sensor set to electric lamps is used in sunlight, and a value of: 1,500 μmol m-2 s-1 is given, the actual light is 1,665 μmol m-2 s-1.
In a controlled environment with multiple lamp types (such as a mixture of MH and HPS), a more precise percent error can be determined when the amount (%) of each type of light present is known.