#!/usr/bin/env python ################################################## # Gnuradio Python Flow Graph # Title: IQ Imbalance Generator # Author: mettus # Generated: Thu Aug 1 12:08:07 2013 ################################################## from gnuradio import blocks from gnuradio import gr from gnuradio.filter import firdes import math class iqbal_gen(gr.hier_block2): def __init__(self, magnitude=0, phase=0, mode=0): ''' This block implements the single branch IQ imbalance transmitter and receiver models. Developed from source (2014): "In-Phase and Quadrature Imbalance: Modeling, Estimation, and Compensation" TX Impairment: {R}--|Multiply: 10**(mag/20)|--+--|Multiply: cos(pi*degree/180)|--X1 Input ---|Complex2Float|---| +--|Multiply: sin(pi*degree/180)|--X2 {I}--| Adder | X2--| (+) |--X3 X1--{R}--| Float 2 |--- Output X3--{I}--| Complex | RX Impairment: {R}--|Multiply: cos(pi*degree/180)|-------| | Input ---|Complex2Float|---| | Adder |--X1 {I}--+--|Multiply: sin(pi*degree/180)|----| (+) | | +--X2 X1--|Multiply: 10**(mag/20)|--{R}--| Float 2 |--- Output X2---------------------------{I}--| Complex | (ASCII ART monospace viewing) ''' gr.hier_block2.__init__( self, "IQ Imbalance Generator", gr.io_signature(1, 1, gr.sizeof_gr_complex*1), gr.io_signature(1, 1, gr.sizeof_gr_complex*1), ) ################################################## # Parameters ################################################## self.magnitude = magnitude self.phase = phase self.mode = mode ################################################## # Blocks ################################################## # Same blocks for Transmitter and Receiver self.mag = blocks.multiply_const_vff((math.pow(10,magnitude/20.0), )) self.sin_phase = blocks.multiply_const_vff((math.sin(phase*math.pi/180.0), )) self.cos_phase = blocks.multiply_const_vff((math.cos(phase*math.pi/180.0), )) self.f2c = blocks.float_to_complex(1) self.c2f = blocks.complex_to_float(1) self.adder = blocks.add_vff(1) ################################################## # Connections ################################################## if(self.mode): # Receiver Mode self.connect((self, 0), (self.c2f, 0)) self.connect((self.c2f, 0), (self.cos_phase, 0)) self.connect((self.cos_phase, 0), (self.adder, 0)) self.connect((self.c2f, 1), (self.sin_phase, 0)) self.connect((self.sin_phase, 0), (self.adder, 1)) self.connect((self.adder, 0), (self.mag, 0)) self.connect((self.mag, 0), (self.f2c, 0)) self.connect((self.c2f, 1), (self.f2c, 1)) self.connect((self.f2c, 0), (self, 0)) else: # Transmitter Mode self.connect((self, 0), (self.c2f, 0)) self.connect((self.c2f, 0), (self.mag, 0)) self.connect((self.mag, 0), (self.cos_phase, 0)) self.connect((self.cos_phase, 0), (self.f2c, 0)) self.connect((self.mag, 0), (self.sin_phase, 0)) self.connect((self.sin_phase, 0), (self.adder, 0)) self.connect((self.c2f, 1), (self.adder, 1)) self.connect((self.adder, 0), (self.f2c, 1)) self.connect((self.f2c, 0), (self, 0)) # QT sink close method reimplementation def get_magnitude(self): return self.magnitude def set_magnitude(self, magnitude): self.magnitude = magnitude self.mag.set_k((math.pow(10,self.magnitude / 20.0), )) def get_phase(self): return self.phase def set_phase(self, phase): self.phase = phase self.sin_phase.set_k((math.sin(self.phase*math.pi/180.0), )) self.cos_phase.set_k((math.cos(self.phase*math.pi/180.0), ))