Pairs are color-coded (e.g., blue-white, orange-white, blue-red, etc.).
Terminated on 66 or 110 blocks using a punch-down tool.
Progression of 568B Categories
Category 1 & 2: referred to, but not established.
Category 4: obsolete.
Category 3:
Used for telephone installations (landlines).
Untwisted, four wires.
Up to 16 Mbps bandwidth.
Cat 5:
Computer networks.
Up to 100 MHz, 100 Mbps.
100-meter length.
Cat 5e:
Computer networks.
100 MHz, up to 1000 Mbps.
Improved noise performance.
Cat 6:
Current standard for high-speed networks.
Up to 256 MHz, 1000 Mbps.
Four pairs separated by a plastic insulator.
Cat 7:
Proposed higher standard (up to 600 MHz).
Cable Testing
Essential for ensuring cable integrity after termination.
Crosstalk:
Measures signal coupling between pairs (in dB).
Compares energy in distributed pair vs. distributing pair.
Limited by shielding and different twist rates.
Two types: near-end crosstalk (NEXT) and far-end crosstalk (FEXT).
Cable tester with master and dummy load units used for testing.
Patch cables, manufactured or created, should be tested before implementation.
Different Twist Rates
Prevents crosstalk.
Varying twist rates help cancel out interference by ensuring that any induced charge is negated over the length of the wire, preventing any net charge at the end.
Delay Skew
Measures propagation delay differences between the fastest and slowest pairs.
Velocity depends on twist rate, capacitance, and inductance.
Increased bit rates lead to more errors due to propagation delay differences.
Other Measurements
Attenuation to Crosstalk Ratio (ACR):
Compares attenuation and crosstalk; larger number is better.
Power Sum Near-End Crosstalk (PSNEXT):
Measures total crosstalk across all pairs.
Return Loss:
Measures reflected power vs. transmitted power (in dB).
Characteristic impedance is independent of length.
Z0=29.8×10−12F/ft73.75×10−9H/ft=50Ω
For 1 mile:
Z0=29.8×5280×10−12F73.75×5280×10−9H=50Ω
Formulas for Characteristic Impedance
Twisted Pair:
Z<em>0=ϵ</em>r276⋅log<em>10(dD), where epsilon</em>r is the dielectric constant, D is the distance between conductors, and d is the diameter of conductors.
Coaxial Cable:
Z<em>0=ϵ</em>r138⋅log10(dD)
Example 12-2
Parallel wireline: distance-to-diameter ratio = 2, air dielectric.
Z<em>0=276⋅log</em>10(2×2)=166Ω
Air dielectric coaxial line: distance-to-diameter ratio = 2.35.
Z<em>0=138⋅log</em>10(2.35)=51.2Ω
RG-8A/U coaxial cable: D = 0.285 inches, d = 0.08 inches, polyethylene dielectric (ϵr = 2.3).
Z<em>0=2.3138⋅log</em>10(0.080.285)=50Ω
Handout Examples
Capacitance = 0.2 nF/m, Inductance = 200 nH/m
Z0=0.2×10−9200×10−9=31.6Ω
1000 m coaxial cable: inner conductor diameter = 1.5 mm, polyethylene insulator thickness = 14 mm.
Z<em>0=2.3138⋅log</em>10(1.514)=88.268Ω
500 m twisted pair: conductor diameter = 0.8 mm, distance between conductors = 4 mm, Teflon insulator.
Z<em>0=2.1276⋅log</em>10(0.84×2)=190.46Ω
Quiz Question
100 m coaxial cable has Z0 = 50 ohms. What is the impedance if cable is cut in half?
Still 50 ohms (characteristic impedance is independent of length).
Transmission Line Losses
Signal amplitude attenuates along the wire due to characteristic impedance.
Three major losses:
Copper Loss (Power Losses):
Minimize line length.
Skin effect: lower current in conductor center.
Dielectric Losses:
Proportional to voltage across dielectric and increases with frequency.
every dielectric has a breakdown voltage that needs to be taken in consideration.
Radiation/Inductive Losses:
Reduce by terminating line with resistive load equal to line's characteristic impedance and proper shielding.
Conclusion
Covered operational characteristics of twisted pair and coaxial cable.
Distinguished between balanced and unbalanced lines.
Described physical characteristics of standard transmission lines, and calculating characteristic impedance.