1 / 5

第二次作业讲解

3. h. 5. 4. 第二次作业讲解. 2.6 已知 D=1.5m 、屏对角线 25”×2.54cm=63.5cm θ=1.5’ 求 ( 1)Z max (2 ) 若 f v =50Hz , K=4/3 , α =0.18 , K e (1-β)=0.7 求 f max h=(63.5/5)×3=38.1cm , M max =(3438h)/(Dθ)=582 Z max = M max /[K e (1-β)] =831.67 ≈832 ,考虑隔行为奇数和追

Télécharger la présentation

第二次作业讲解

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. 3 h 5 4 第二次作业讲解 2.6已知D=1.5m、屏对角线25”×2.54cm=63.5cm θ=1.5’ 求(1)Zmax(2)若f v=50Hz,K=4/3,α=0.18, Ke (1-β)=0.7 求fmax • h=(63.5/5)×3=38.1cm,Mmax=(3438h)/(Dθ)=582 Zmax = Mmax/[Ke (1-β)] =831.67 ≈832,考虑隔行为奇数和追 求最大行数,取Zmax =833,fmax =[K Ke (1-β) f vZ2]/[4(1-α)] =9.87MHz 2.17已知K=16/9,Z=1125,2:1隔行, f v=60Hz, β=8%, α=18% 求(1)垂直分解力M (2)水平分解力N(3)带宽B • M=Ke (1-β)Z=714,考虑f v=60Hz,取美国Ke=0.69 • N=KM=1269.6 • B==[K Ke (1-β) f vZ2]/[4(1-α)] =26.13MHz

  2. 2.18已知Tv=20ms, Tvr=2ms, TH=64μs, THr=8μs,2:1隔行 K=16/9 求(1)接收机带宽B=4MHz时水平分解力N (2)传560竖条(N)时的fmax 注:扫描制式(幅型比、扫描行数、场 频、隔行比)决清晰度和视频带宽就固定(可视为极大值), 这是因为接收机的问题造成的有效值。 法一: • (1)行正程THf= TH - THr= 56μs, fmax=1/(2td)=4MHz, td=0.125μs,N= THf/td=448点(条) • (2) td= THf/ N=0.1μs, fmax=1/(2td)=5MHz, 法二:fF=1/(2Tv)=25Hz,α=THr /TH=0.125,Z=2(Tv /TH)=625 • fmax=1/(2td)=(NfFZ)/[2(1-α)],N=[fmax 2(1-α)]/(fFZ)=448(条) • fmax=1/(2td)=(NfFZ)/[2(1-α)] )=5MHz。 3.3已知校正前幅度E’max=80%,饱和度95%的绿青双色条,设 γ=2 画出γ校正后的R、G、B、Y、R-Y、B-Y以及调制后C

  3. Y R G B C R-Y B-Y 由 知,饱和度实际为校正前的。因此 E’min=(1-0.95)×0.8=0.04 校正后Emax= (E’max )1/γ=0.89, Emin= (E’min )1/γ=0.2 绿条:R=B=0.2,G=0.89,Y=0.30R+0.59G+0.11B=0.61 R-Y=B-Y=- 0.41, 青条:R=0.2, G=B=0.89,Y=0.30R+0.59G+0.11B=0.68 R-Y= - 0.48, B-Y=0.21,

  4. - 2U ec DL + ΦK2V 观察第n行情况 直通行 延迟行 相加端 相减端 第n-1行 (NTSC) 第n行 (PAL) 2U ΦK2V V 相减端 V U U 相加端 3.14用矢量表示法分析PAL分离UV过 程,误用延时64μs非色散延迟线结果。 非色散延迟线τp=τg=φ0 /(2πfsc )=TH, φ0=(2π)(TH / TSC )=283.7516 (2π)=(283.5+0.2516) (2π) =576π+0.5032π 可见比正常约多90° 已不能分离UV了。

  5. B-Y - ec DL sinωsct + R-Y ΦKcosωsct 3.16若PAL信号中缺少全部PAL行色度,分析PALD接受情况。 • 设第n-1行(PAL) 0 第n行(NTSC) u(t)+v(t) 第n+1行(PAL) 0 考察第n行(NTSC) :延迟信号为 0,相加和相减端均输出u(t)+v(t)。考察第n+1行(PAL) :延迟 信号为-[u(t)+v(t)],相加端输出-[u(t)+v(t)],而在相减端输出 u(t)+v(t)。总之,U解调器输入为u(t)+v(t); V解调器输入为 φK [u(t)+v(t)]。虽未分离UV,但靠正交解调能正常解出色差 信号(NTSC工作方式),失去PAL克服相位敏感性的优点,且 解调后色差幅度比输入正常PAL信号时下降一半。例V解调: φK [u(t)+v(t)] ·φKcosωsct =V(t)cos2ωsct + U(t)sinωsctcosωsct =1/2{V(t)[1+cos2ωsct]+U(t)sin2ωsct}滤去高频分量2ωsc得V/2。

More Related