Lux Approximation from LDR (Tính độ rọi Lux từ cảm biến quang trở LDR) - David Williams

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LDR Resistance Illuminance Enter your measurements here. (Ω) (lux) The data 130000 1 will then be used in the LDR analysis. You may need to adjust 65000 2 your analysis page to accommodate the amount of data that you collected. i.e., this document expects 19 data points; if 11000 20 you have more or fewer data points, then you will need to 6700 54 adjust the graphs and the line calculations accordingly. 3500 100 2600 200 2100 250 2000 300 1900 350 1700 400 Created By David Williams (2015-12-04) 1400 500 1280 590 1200 640 1090 700 880 930 740 1270 523 1976 410 2460 324 3340

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s here. The data u may need to adjust amount of data that s 19 data points; if n you will need to s accordingly.

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R lux This line calculation comes from the plot of log(lux) as a fn of log(R) 130000 1 65000 2 Slope 11000 20 -1.40496654731119 6700 54 y-intercept 3500 100 7.09756727017461 2600 200 These coefficient calculations come from 2100 250 solving the above line calcuation (log(lux) = 2000 300 m*log(R) + b) for lux. Giving: lux = A*R^B 1900 350 A = 10^(y-intercept) 1700 400 12518931.7038422 1400 500 B = slope 1280 590 -1.40496654731119 1200 640 Resulting Illuminance Equation: 1090 700 lux = A * Resistance^B 880 930 740 1270 523 1976 410 2460 324 3340 Lux as a function of Res 4000 3500 3000 2500 2000 Illuminance (lux)1500 1000 500 0 0 20000 40000 60000 80 Resistance (Ohms) Resistance vs Lux

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0 0 20000 40000 60000 80 Resistance (Ohms) Resistance vs Lux log(R) vs log(lux) 4 3.5 3 2.5 2 log(lux) 1.5 1 0.5 0 2 2.5 3 3.5 4 4.5 log(Resistance)

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lux approximated (approximation formula log(R ) log(lux) is = A*R^B) A B 5.11394335230684 0 0.817801561280714 12518931.704 -1.404967 4.81291335664286 0.301029995663981 2.16563373988058 4.04139268515823 1.30102999566398 26.2751826077849 3.82607480270083 1.73239375982297 52.7302906129918 3.54406804435028 2 131.30166293676 3.41497334797082 2.30102999566398 199.362722759596 3.32221929473392 2.39794000867204 269.128876400573 3.30102999566398 2.47712125471966 288.224274445067 3.27875360095283 2.54406804435028 309.762003045424 3.23044892137827 2.60205999132796 362.155097805011 3.14612803567824 2.69897000433602 475.732286309605 3.10720996964787 2.77085201164214 539.561815559018 3.07918124604762 2.80617997398389 590.772983356135 3.03742649794062 2.84509804001426 676.214767170696 2.94448267215017 2.96848294855394 913.413900861631 2.86923171973098 3.10380372095596 1165.17910389314 2.71850168886727 3.29578694025161 1897.41940801058 2.61278385671974 3.39093510710338 2671.11973553032 2.51054501020661 3.52374646681156 3718.2237049246 function of Resistance 60000 80000 100000 120000 140000 Resistance (Ohms) Resistance vs Lux

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60000 80000 100000 120000 140000 Resistance (Ohms) Resistance vs Lux vs log(lux) log(R) vs log(lux) 4 4.5 5 5.5 )

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1400 Approximated Lux from Resistance 1200 1000 800 600 Approximated Lux from Resistance 400 200 0 0 20000 40000 60000 80000 100000 120000 140000

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