An Edge Missing Compensator for Fast Settling Wide Locking Range Phase-Locked Loops

An edge missing compensator (EMC) is proposed to approach the function of an ideal PD with $pm 2 ^{N-1} times 2pi $ linear range with $N$-bit EMC. A PLL implemented with a 9-bit EMC achieves 320 MHz frequency hopping within 10 $~mu{hbox {s}}$ logarithmically which is about 2.4 times faster than the conventional design. The reference spur of the PLL is ${-}{hbox {48.7~dBc}}$ and the phase noise is ${-}hbox{88.31~dBc/Hz}$ at 10 kHz offset with $K_{rm VCO}= -$ 2 GHz/V.