A Method for Calculating the Remaining Days of Prepaid Electric Meter
A prepaid meter and days technology, applied in the field of electricity meters, can solve problems such as affecting user experience, large data errors, economic losses, etc.
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Embodiment 1
[0036] In this embodiment: the current rate electricity price F is 1.0000, the specified number B is 7, and the ladder electricity price table is set with 6 steps, and the lower limit and upper limit of the total forward active power corresponding to each step are: 0- 50, 50-100, 100-150, 150-200, 200-250, 250-300, the corresponding step electricity prices are: 1.0000, 2.0000, 3.0000, 4.0000, 5.0000, 6.0000; the historical data of the total forward active power is only 7 , and are 1.31Kwh, 4.75Kwh, 6.16Kwh, 8.29Kwh, 9.59Kwh, 10.88Kwh, 11.56Kwh respectively; get the average electricity consumption in the past 7 days P=W 1 / M=11.56 / 7=1.65, due to W 1 =11.56Kwh, it can be seen that it is currently in step 1, and the corresponding step price J 1 is 1.0000, calculate the amount D required to complete the current step 1 1 =(A 1 -W 1 )*(J 1 +F)=(50-11.56)*(1.0000+1.0000)=38.44*2=76.88, if the current remaining amount of the meter is C 1 = 50, then the current remaining amount C...
Embodiment 2
[0038]In this embodiment: the current rate electricity price F is 1.0000, the specified number B is 7, and the ladder electricity price table is set with 6 steps, and the lower limit and upper limit of the total forward active power corresponding to each step are: 0- 50, 50-100, 100-150, 150-200, 200-250, 250-300, the corresponding ladder electricity price is: 1.0000, 2.0000, 3.0000, 4.0000, 5.0000, 6.0000; the historical data of the total forward active power is greater than 8 Articles, and the latest 8 are 1.31Kwh, 4.75Kwh, 6.16Kwh, 8.29Kwh, 9.59Kwh, 10.88Kwh, 11.56Kwh, 11.79Kwh; get the average electricity consumption in the past 7 days P=(W 1 -W B+1 ) / B=(11.79-1.31) / 7=1.49, because W 1 =11.79Kwh, it can be known that it is currently in step 1, and the corresponding step price J 1 is 1.0000, calculate the amount D required to complete the current step 1 1 =(A 1 -W 1 )*(J 1 +F)=(50-11.79)*(1.0000+1.0000)=38.21*2=76.42, if the current remaining amount of the meter is C ...
Embodiment 3
[0041] In this embodiment: the current rate electricity price F is 1.0000, the specified number B is 7, and the ladder electricity price table is set with 3 steps, and the lower limit value and upper limit value of the total forward active power corresponding to each step are: 0- 50, 50-100, 100-150, the corresponding ladder electricity prices are: 1.0000, 2.0000, 3.0000; the historical data of the total forward active power is more than 8, and the latest 8 are 1.31Kwh, 4.75Kwh, 6.16Kwh, 8.29 Kwh, 9.59Kwh, 10.88Kwh, 11.56Kwh, 11.79Kwh; get the average electricity consumption in the past 7 days P=(W 1 -W B+1 ) / B=(11.79-1.31) / 7=1.49, because W 1 =11.79Kwh, it can be known that it is currently in step 1, and the corresponding step price J 1 is 1.0000, calculate the amount D required to complete the current step 1 1 =(A 1 -W 1 )* (J 1 +F)=(50-11.79)*(1.0000+1.0000)=38.21*2=76.42, if the current remaining amount of the meter is C 1 =500, then the current remaining amount C o...
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