EcigChina.Com,Fuyan,Ruyan,Electronic Cigarette,E-Cigarette,China Wholesale Retail, dropship - Density of Nicotine
Text from link copied below:
"0.1ml e-liquid ≈ 1 Cigarette:
Normally, a cigarette needs to have about 12-15 puffs to finish it, while 0.1 ml of e-liquid needs to have about 12-15 puffs to finish it also, so that 0.1 ml of e-liquid is equivalent to a cigarette normally.
We define the density of nicotine inside E-Liquid as the following:
- for the Extra High density of nicotine, there is 24 mg of nicotine inside the E-Liquid,
- for the High density of nicotine, there is 16 mg of nicotine inside the E-Liquid,
- for the Medium density of nicotine, there is 11 mg nicotine inside the E-Liquid,
- for the Low density of nicotine, there is 6 mg nicotine inside the E-Liquid,
- for the Non density of nicotine, there is no nicotine at all inside the E-Liquid.
Nicotine per puff for Cigarette:
The nicotine in a cigarette is variable from 0.6 mg to 2.4 mg. A cigarette needs to have 15 puffs to finish it normally, so that the nicotine per puff for a cigarette is the followings:
- for the cigarette with 1.0 mg of nicotine: 0.6 / 15 = 0.040 mg/puff,
- for the cigarette with 1.8 mg of nicotine: 2.4 / 15 = 0.160 mg/puff.
Nicotine per puff for 0.1 ml of E-Liquid:
Therefore, according to the nicotine density inside a cigarette, we can have the Equivalent Nicotine Density inside 0.1 ml of E-Liquid with the deferent density of nicotine as the followings:
- for the Extra High density of nicotine: 2.4 / 15 = 0.160 mg/puff,
- for the High density of nicotine: 1.6 / 15 = 0.107 mg/puff,
- for the Medium density of nicotine: 1.1 / 15 = 0.073 mg/puff,
- for the Low density of nicotine: 0.6 / 15 = 0.040 mg/puff,
- for the Non density of nicotine: 0 mg/puff.
There are different capacity of E-Liquid inside of the E-Cartridge for the different E-CIG models, so that the the E-Cartridges are equivalent to the different numbers of cigarettes normally."
This is where I get lost:
- for the cigarette with 1.0 mg of nicotine: 0.6 / 15 = 0.040 mg/puff,
- for the cigarette with 1.8 mg of nicotine: 2.4 / 15 = 0.160 mg/puff.
Why aren't they using 1.0mg instead of 0.6mg and
Same for the 1.8 vs. 2.4
I am so lost...in the math at this step, I don't understand why they are using the numbers that they are using.
Text from link copied below:
"0.1ml e-liquid ≈ 1 Cigarette:
Normally, a cigarette needs to have about 12-15 puffs to finish it, while 0.1 ml of e-liquid needs to have about 12-15 puffs to finish it also, so that 0.1 ml of e-liquid is equivalent to a cigarette normally.
We define the density of nicotine inside E-Liquid as the following:
- for the Extra High density of nicotine, there is 24 mg of nicotine inside the E-Liquid,
- for the High density of nicotine, there is 16 mg of nicotine inside the E-Liquid,
- for the Medium density of nicotine, there is 11 mg nicotine inside the E-Liquid,
- for the Low density of nicotine, there is 6 mg nicotine inside the E-Liquid,
- for the Non density of nicotine, there is no nicotine at all inside the E-Liquid.
Nicotine per puff for Cigarette:
The nicotine in a cigarette is variable from 0.6 mg to 2.4 mg. A cigarette needs to have 15 puffs to finish it normally, so that the nicotine per puff for a cigarette is the followings:
- for the cigarette with 1.0 mg of nicotine: 0.6 / 15 = 0.040 mg/puff,
- for the cigarette with 1.8 mg of nicotine: 2.4 / 15 = 0.160 mg/puff.
Nicotine per puff for 0.1 ml of E-Liquid:
Therefore, according to the nicotine density inside a cigarette, we can have the Equivalent Nicotine Density inside 0.1 ml of E-Liquid with the deferent density of nicotine as the followings:
- for the Extra High density of nicotine: 2.4 / 15 = 0.160 mg/puff,
- for the High density of nicotine: 1.6 / 15 = 0.107 mg/puff,
- for the Medium density of nicotine: 1.1 / 15 = 0.073 mg/puff,
- for the Low density of nicotine: 0.6 / 15 = 0.040 mg/puff,
- for the Non density of nicotine: 0 mg/puff.
There are different capacity of E-Liquid inside of the E-Cartridge for the different E-CIG models, so that the the E-Cartridges are equivalent to the different numbers of cigarettes normally."
This is where I get lost:
- for the cigarette with 1.0 mg of nicotine: 0.6 / 15 = 0.040 mg/puff,
- for the cigarette with 1.8 mg of nicotine: 2.4 / 15 = 0.160 mg/puff.
Why aren't they using 1.0mg instead of 0.6mg and
Same for the 1.8 vs. 2.4
I am so lost...in the math at this step, I don't understand why they are using the numbers that they are using.