Open Access
Table 1.
Glitch observables 
, and tg along with the values for persistent shift (
) corresponding to a braking index (n) of 3.
| Glitch Epoch (MJD). | Δν (μHz) |  (10−14 Hz s−1) |
 (10−20 Hz s−2) |
tg (days) |  (10−14 Hz s−1) |
Reference |
|---|---|---|---|---|---|---|
| 51278 | 42.6(2) | −24.7(10.2) | 0.49(1) | 284(31) | −6.65 | Antonopoulou et al. (2018) |
| 51562 | 27.9(2) | −14.8(1.5) | 0.75(4) | 149(20) | −3.49 | Antonopoulou et al. (2018) |
| 51711 | 19.5(1) | −12.3(1.3) | 1.22(9) | 115(13) | −2.69 | Antonopoulou et al. (2018) |
| 51881 | 8.7(1) | −13.9(4.4) | 2.8(5) | 79(11) | −1.85 | Antonopoulou et al. (2018) |
| 52170 | 11.4(1) | −15.5(3.2) | 1.7(5) | 71(17) | −1.66 | Antonopoulou et al. (2018) |
| 52241 | 26.44(5) | −4.8(1.2) | 0.64(5) | 137(23) | −3.21 | Antonopoulou et al. (2018) |
| 52545 | 26.1(1) | −9.2(4.0) | 0.72(2) | 186 (20) | −4.36 | Antonopoulou et al. (2018) |
| 52807 | 15.8(2) | −12.5(5.9) | 1.8(4) | 79(18) | −1.85 | Antonopoulou et al. (2018) |
| 52886 | 14.55(2) | −8.7(9) | 1.33(5) | 128(9) | −3.00 | Antonopoulou et al. (2018) |
| 53014 | 21.0(1) | −14.3(1.2) | 0.95(4) | 111.5(6.1) | −2.61 | Antonopoulou et al. (2018) |
| 53145 | 24.25(1) | −3.8(7) | 0.87(4) | 143(5) | −3.35 | Antonopoulou et al. (2018) |
| 53288 | 24.51(4) | −13.7(1.5) | 1.13(5) | 157(5) | −3.68 | Antonopoulou et al. (2018) |
| 53445 | 16.09(4) | −17.4(2.1) | 1.7(1) | 105(4) | −2.46 | Antonopoulou et al. (2018) |
| 53550 | 19.90(4) | −13.4(2.3) | 1.06(8) | 146(16) | −3.42 | Antonopoulou et al. (2018) |
| 53696 | 25.4(2) | −13.9(1.9) | 0.83(5) | 165(15) | −3.87 | Antonopoulou et al. (2018) |
| 53861 | 14.56(4) | −16.7(2.8) | 2.2(4) | 90.3(1.3) | −2.12 | Antonopoulou et al. (2018) |
| 54271 | 30.3(1) | −15.4(4.1) | 0.79(3) | 177(9) | −4.16 | Antonopoulou et al. (2018) |
| 54448 | 14.8(1) | −15.1(3.0) | 1.6(3) | 90(11) | −2.11 | Antonopoulou et al. (2018) |
| 54767 | 22.4(1) | −11.2(2.8) | 1.05(6) | 128(13) | −3.01 | Antonopoulou et al. (2018) |
| 54895 | 21.1(1) | −10.3(1.1) | 0.95(3) | 148(11) | −3.48 | Antonopoulou et al. (2018) |
| 55043 | 13.45(3) | −15.9(1.6) | 2.13(7) | 141(4) | −3.31 | Antonopoulou et al. (2018) |
| 55184 | 12.94(4) | −22.3(2.7) | 0.7(2) | 96(6) | −2.26 | Antonopoulou et al. (2018) |
| 55451 | 10.47(4) | −7.9(1.5) | 1.9(7) | 68(9) | −1.60 | Antonopoulou et al. (2018) |
| 58152 | 36.035(6) | −16.1(1) | 0.56(1) | 211(25) | −4.97 | Ho et al. (2020) |
| 58363 | 7.829(55) | −22.9(3.6) | 5.9(6) | 61(16) | −1.43 | Ho et al. (2020) |
| 58637 | 26.986(13) | −8.6(4) | 0.88(3) | 170(11) | −4.01 | Ho et al. (2020) |
| 58807 | 7.565(30) | −22.1(2.5) | 5.76(86) | 61(8) | −1.44 | Ho et al. (2020) |
| 58868 | 24.038(84) | −24.4(4.7) | 1.06(8) | 125(8) | −2.95 | Abbott et al. (2021a) |
| 58993 | 0.426(9) | −0.77(35) | 1.0(1) | 56(6) | −1.32 | Abbott et al. (2021a) |
| 59049 | 8.457(22) | −13.1(1.4) | 3.6(8) | 54(8) | −1.27 | Abbott et al. (2021a) |
| 59351 | 12.27(3) | −7.9(2.2) | 1.6(1) | 103(10) | −2.43 | Ho et al. (2022) |
| 59454 | 16.60(1) | −17.1(4) | 1.0(4) | 68(16) | −1.60 | Ho et al. (2022) |
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