Method for modulating scrambling distribution and mixed insertion scanning of time slices of flat-panel display screen
A modulation method and time-slicing technology, applied in static indicators, instruments, etc., can solve problems such as reducing image display quality, achieve the effect of improving display quality and eliminating false contour stripes
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Embodiment 1
[0103] Embodiment 1: Distributed mixed insertion of 14bit (SW=5) mixed weight time slices by adopting the positive sequence continuous arrangement method of blanking weight time slices
[0104] For the first group of mixed weight time slices of 14 bits (SW=5), the method of sequentially arranging the blanking weight time slices is used to distribute and interpolate them.
[0105] First, the blanking weight time slice M b Arranged in descending order according to the weight it represents, the total number is 9; the corresponding weight data bit is D 0 ~D 8 . The extended weight time slices are separated by unit time slices, and then arranged in turn according to the ordinal number ex_ordin of the respective extended weight factors, where: 1≤ex_ordin≤5. Then arrange the extended weight time slice with ex_ordin=1, and the corresponding weight data bit is D 9 ;Then it is the first separate unit time slice of the extended weight time slice of ex_ordin=2, and the corresponding w...
Embodiment 2
[0110] Embodiment 2: Blanking weight time slice reverse order continuous arrangement method is used to distribute and interpolate 14bit (SW=5) mixed weight time slices
[0111] For the first group of mixed weight time slices of 14 bits (SW=5), the method of sequentially arranging the blanking weight time slices in reverse order is used to perform distributed mixed insertion.
[0112] First, the blanking weight time slice M b Arranged in descending order according to the weight it represents, the total number is 9; the corresponding weight data bit is D 0 ~D 8 . The extended weight time slices are separated by unit time slices, and then arranged in reverse order according to the ordinal number ex_ordin of the respective extended weight factors, where: 1≤ex_ordin≤5. Then arrange the first separate unit time slice of the highest extended weight time slice of ex_ordin=5, and the corresponding weight data bit is D 13 ; After that is the first separate unit time slice of the ext...
Embodiment 3
[0117] Embodiment 3: Distributing and interpolating 15bit (SW=6) mixed weight time slices by adopting the blanking weight time slice interval positive sequence arrangement method
[0118] For the second group of mixed weight time slices of 15 bits (SW=6), a method of sequentially arranging intervals of blanking weight time slices is used to perform distribution and mixed insertion.
[0119] First, the blanking weight time slice M b Arranged according to the weights it represents from small to large, its total number is 9; determine each blanking weight time slice M according to the total number of unit time slices M″=72 b The number of average unit time slices between M inter
[0120] M inter = M ′ ′ - ( 15 - 6 ) ...
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