Sunday, May 27, 2012
Ground loops in analog and wireless design
Wednesday, May 23, 2012
Half IF spurious response and second order intercept points
The second order intercept point is used to predict the mixer performance with respect to the half IF spurious response. For further details please see the article under engineer's corner/engineering pages in our website at www.signalpro.biz.
Load line analysis for RF power amplifiers
RF Amplifier design: Load pull analysis
Substrates for high frequency design
adjacent channel power ratio (ACPR)
X = (2n**3 – 3n**2 – 2n)/24 + [mod(n/2)]/8.0
And
Y = n**3 – {[mod(n/2)]/4.0}
All ratios here are in dBc. i.e. the ratio of the two tone intermodulation to signal carrier IMR and ACPR. Check out our website and engineer's corner. Go to http://www.signalpo.biz.
De - embedding in high frequency measurements
The wavenumber β or the phase constant
Sometimes β is referred to as the phase constant of the line or guide. If the cartesian coordinate system is used and a coordinate, say “z” is used as the direction of wave propagation then βz measures the instantaneous phase at point z on the line with respect to z =0.
In addition, voltage or current on the line is the same at any two points separated in z such that βz differs by multiples of 2π. Since the shortest distance between points where voltage or current is at the same phase is a wavelength, then:
βλ = 2π
( replacing z by λ),
β = 2π/λ
_____________________________________________________________
Wireless design: electrical length
1.0 The wave number or phase constant = β = 2π/λ
For those unfamiliar with this, we recommend looking up the description of this quantity in the SPG blog at (http://signalpro-ain.blogspot.com/).
2.0 The electrical length is defined by θ = βl where l = physical length
3.0 θ = βl = (l/ λ) *360 degrees
Here λ is the wavelength of the signal in the applicable dielectric ( or sometimes called the guide wavelength).
4.0 For a frequencies in Ghz, this becomes: [360 * fGhz * l(cm) * √εeff]/30 cm
In this case frequency is in Ghz, physical length is in centimeters.
For example:
Let frequency be 1 Ghz.
Let λ = 0.8 λ(air) or √εeff = 1.25
Let l = 0.1 meters = 0.1E2 centimeters
Then :
θ = [360* 1*0.1E2*1.25]/30 degrees
θ = 150 degrees
Why is power transfer and power quantities used in high frequency design
Definitions of the Q factor
1.0 Unloaded Q : Energy stored in the component/Energy dissipated in component.
2.0 Loaded Q: Energy stored in component/Energy dissipated in component and
external circuit./load.
Ferrite beads are useful components
Oscillator noise
Distributed element microwave filters
Sunday, May 13, 2012
Very Low power wireless design
Saturday, May 12, 2012
Radio wave path loss calculations and considerations
RAKE Receiver for multipath communications
Subscribe to:
Comments (Atom)