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CCIR Television Transmission Characteristics
CCIR: Committee Consulatif Internatioonal Radiocommunications NTSC: National Television Systems Committee PAL: Phase Alternation by Line SECAM: Sequential Color with Memory OIRT: Organisation Internationale Radio diffusion - Télévision Optical Fiber Color Code
Digital Transmission Standards
Digital Signal Formats andOccupied Bandwidth 1
1 Occupied bandwidth at -3 dB points 2 Including overhead System Calculation
Decibel
The decibel is a logarithmic ratio between two power levels: dB power = 10 log 10 (P1 / P2) Rule: 3 dB is twice the power, and 10dB is 10 times the power. A voltage ratio for equal impedance is expressed as: dB voltage = 20 log 10 (E1 / E2 ) Rule: 6 dB is twice the voltage, and 20 dB is 10 times the voltage. Increasing the voltage by a factor of 1.4 (3 dB) doubles the power (3 dB) Voltage measurements can be made by using a reference level: 0 dBmV = 20 log10 (E / 1mV) Rule: 40 dB (20 + 20) is 100 times the voltage (10 × 10). Signal level measurements is other countries use a 1 microvolt reference: 0 dBμV = 20 log10 (E / 1μV) Rule: the difference between dBmV and dBμV is 60 dB (0 dBmV equals 60 dBμV). Carrier/Noise Ratio (C/N) C/N at the output of a single amplifier when the noise figure (NF) is known: C / N0 = Output Level- (-59.2 + NF + Gain) To sum identical carrier/noise rations: C/Ns = C/N – 10 log10 N To sum differing carrier/noise rations: C/Ns = 10 log10 ( 10 –C/N 1 / 10 + 10 –C/N 2 / 10 + ….. + 10 –C/N n / 10) Carrier / noise ratio vs bandwidth: Δ C/N = 10 log10 (Bandwidth ref / Bandwidth new) C/N = carrier to noise expressed as a positive number N = Number of equal contributors NF = Noise Figure G = gain - 59.2 = thermal noise in 4 MHz bandwidth (dBmV) Rule: Single amplifier C/N Improves by 1 dB with every 1 dB increase in the input signal level. Rule: Total C/N worsens by 3 dB with every double in the number of amplifiers with identical C/N. Cross Modulation Ratio (XM) XM at the out put of a single amplifier operating at a given output level: XM = XM ref – 2 (Output Level – Reference Level) To sum identical cross modulation rations: XMs = XM – 20 log10 N To sum differing cross modulation rations: XMs = 20 log10 ( 10 –XM 1 / 20 + 10 –XM 2 / 20 + ….. + 10 –XM n / 20) Cross modulation vs channel loading: Δ XM = 20 log10 (Channel Load ref –1 / Channel Load new-1) XM = cross modulation expressed as a positive number. Rule: Single amplifier XM improves by 2 dB with every 1 dB decreases in the output signal level. Rule: Total XM worsens by 6 dB with every double in the number of amplifiers with identical XM. Carrier / Composite Triple Beat Ratio (CTB) CTB at the output of a single amplifier operating at a given output level: CTB = CTB ref – 2 (Output Level – Reference Level) To sum identical Composite Triple Beat rations: CTBs = CTB – 20 log10 N To sum differing composite triple beat rations: CTBs = 20 log10 (10 –CTB 1 / 20 + 10 –CTB 2 / 20 + ….. + 10 –CTB n / 20) Composite triple peat vs channel loading: Δ CTB = 20 log10 (Number of Beats ref / Number of Beats new) See page 69 to obtain the number of beats. CTB = composite triple beat expressed as a positive number. Rule: Single amplifier CTB improves by 2 dB with every 1 dB decrease in the output signal level. Rule: Total CTB worsens by 6 dB with every double in the number of amplifiers with identical CTB. Carrier / Single Second Order Ratio (SSO) SSO at the output of a single amplifier operating at a given output level: SSO = SSO ref – (Output Level – Reference Level) To sum identical single second order rations: CSOs = CSO – 15 log10 N To sum differing single second order rations: CSOs = 15 log10 (10 –CSO 1 / 15 + 10 –CSO 2 / 15 + ….. + 10 –CSO n / 15) SSO = single second order expressed as a positive number. Rule: Single amplifier SSO improves by 1 dB with every 1 dB decrease in the output signal level. Carrier / Composite Second Order Ratio (CSO) CSO at the output of a single amplifier operating at a given output level: CSO = CSO ref – (Output Level – Reference Level) To sum identical composite second order rations: CSOs = CSO – 15 log10 N To sum differing composite second order rations: CSOs = 15 log10 (10 –CSO 1 / 15 + 10 –CSO 2 / 15 + ….. + 10 –CSO n / 15) Composite second order vs channel loading: Δ CSO = 10 log10 (Number of Beats ref / Number of Beats new) See page 69 to obtain the number of beats. CSO = composite second order expressed as a positive number. Rule: Single amplifier CSO improves by 1 dB with every 1 dB decrease in the output signal level. Carrier / Composite Intermodulation Noise Ratio (CIN) It is assumed that CIN is dominated by 3rd order distortion (CIN3). This is the case in systems with analog television channels to 550 MHz and digital video above 550 MHz. CIN at the output of a single amplifier operating at a given output level: CIN = CIN ref – 2 (Output Level – Reference Level) To sum identical composite intermodulation noise rations: CIN s = CIN – 20 log10 N To sum differing composite intermodulation noise rations: CIN s = 20 log10 (10 – CIN 1 / 20 + 10 – CIN 2 / 20 + ….. + 10 – CIN n / 20) To sum C/N and CIN: C/N s = 10 log10 (10 – C/N / 10 + 10 – CIN / 10) CIN = composite Intermodulation noise expressed as a positive number. Rule: CIN behaves like CTB in a cascade of amplifiers, but it adds to the C/N. Rule: Total CIN worsens by 6 dB, with every double in the number of amplifiers with identical CIN. Carrier / Hum Modulation Ratio (C/H) These calculations assume that all system power supplies are connected to the same power line phase. To sum identical carrier / hum rations: C/H = C/H – 20 log10 N To sum differing carrier/hum rations: C/H s = 20 log10 (10 – C/H 1 / 20 + 10 – C/H 2 / 20 + ….. + 10 – C/H n / 20) To convert percent hum to C/H: C/H = 20 log 10 (%Hum/100) To cover C/H to percent Hum: %Hum = 100 (10 – C/H / 20 ) C/H = Carrier to hum expressed as a positive Number Linear Measure
Volume
Weight
Signal Levels
Miscellaneous
Prefixes
Wavelength and antennasVertical Antenna Separation Antennas for differing frequencies mounted on a common mast should be separated by at least the length of the longest element of the largest antenna. Wavelength Wavelength is inches is given by: λ = 11.811 / f (MHz) Quarter Wave Whip Antenna The approximate length in inches is: λ / 4 = 2.775 / f (MHz) Distance to Horizon Optical: D = 1.23
Radio: D = 1.41
D= Distance in miles; H= observation height in feet Velocity of Propagation In free space RF propagates at approximately 186,000 mi/sec or 982 ft/μsec. To find the velocity in cable , use the multiplier given for the cable. Ohms Law Ohms Law for dc Circuits:
I =current in Amperes E= potential difference in Volts R =resistance in Ohms P= power in Watts Resistors in series: RT = R1 + R2 Two resistors in parallel: RT =
More than two resistors in parallel: RT =
1/1/R1 + 1/ R2 +..+1/Rn Power factor: pf= True Power (W) / Apparent (E ×I) |
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