Signals/IQ-Modulation.md

@@ -11,8 +11,8 @@ The output of this mixer is:
 
 $`y(t) = I(t) cos(\omega_c t) - Q(t) sin(\omega_c t)`$
 
-IQ modulation can be used to create a single frequency output signal which is higher of lower in frequency
-than the MW source. For this the IQ modulation signals should be sinusoids with a 90 degrees shift.
+I/Q modulation can be used to create a single frequency output signal which is higher of lower in frequency
+than the MW source. For this the I/Q modulation signals should be sinusoids with a 90 degrees shift.
 
 $`I(t) = A(t) cos(\omega_m t + \phi(t))`$
 
@@ -22,15 +22,15 @@ $`y(t) = A(t) [cos(\omega_m t + \phi(t)) cos(\omega_c t) - sin(\omega_m t + \phi
 
 $`y(t) = A(t) cos((\omega_c + \omega_m) t + \phi(t))`$
 
-IQ modulation allows frequency multiplexing, because it is a linear operation. 
+I/Q modulation allows frequency multiplexing, because it is a linear operation. 
 The I and Q components can contain multiple frequencies which will all be shifted with $`f_c`$.
-IQ modulation can also be used for fast chirps (frequency sweeps), because phase 
+I/Q modulation can also be used for fast chirps (frequency sweeps), because phase 
 and frequency of the I and Q components can be swiftly changed by the AWG.
 
 # I/Q modulation in pulse-lib
 
 Users of pulse-lib don't have to care about the calculation of I and Q outputs.
-They can specify the desired MW pulses after IQ modulation and pulse-lib calculates the I and Q output signals for the AWG.
+They can specify the desired MW pulses after I/Q modulation and pulse-lib calculates the I and Q output signals for the AWG.
 
 The user has to specify the I and Q output channels of the AWG as an I/Q pair and pass the frequency of the vector signal generator, the LO frequency.
 For coherent qubit control every qubit needs a channel with the resonant frequency of the qubit.
@@ -62,7 +62,7 @@ and the mirror side-band.
 
 ![real_modulation](uploads/704a0eac1aa034f74edb2c69dba114f5/real_modulation.png){width=900 height=216}
 
-*IQ modulation in practice containing the carrier frequency and a mirrored side-band.*
+*I/Q modulation in practice containing the carrier frequency and a mirrored side-band.*
 
 ## Offset error
 
@@ -102,7 +102,7 @@ $`y(t) = cos(\frac{a}{2}) cos((\omega_c + \omega_m) t) - sin(\frac{a}{2}) sin((\
 
 # I/Q corrections in pulse-lib
 
-A vector signal generator will have options to correct the offset, phase and gain error of the IQ input, but only with a frequency independent correction.
+A vector signal generator will have options to correct the offset, phase and gain error of the I/Q input, but only with a frequency independent correction.
 Pulse-lib can also correct for these errors, where gain and phase corrections are frequency dependent.
 
 Example: