| Literature DB >> 20945994 |
Florent F Richy1, Stephane Laurent.
Abstract
Abstract The aim of this meta-analysis was to compare the efficacy and safety profile of manidipine 20 mg with that of amlodipine 10 mg. A systematic research of quantitative data produced or published between 1995 and 2009 was performed. Head-to-head randomized controlled trials (RCTs) of 12 months minimum duration reporting comparative efficacy (changes in systolic and diastolic blood pressure) and safety (total adverse events and ankle oedema), were included. Four high-quality RCTs, accounting for 838 patients (436 received manidipine and 402 received amlodipine) were included. The efficacy of manidipine and amlodipine was statistically equivalent: effect size for DBP = -0.08 (p = 0.22) and SBP = -0.01 (p = 0.83). The global safety of manidipine was significantly better than amlodipine: the relative risk (RR) for adverse event was 0.69 (0.56-0.85), and particularly for ankle oedema RR was 0.35 (0.22-0.54). Publication bias was not significant and the robustness of the analyses was good. These data suggest a better efficacy/safety ratio of manidipine over amlodipine.Entities:
Mesh:
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Year: 2010 PMID: 20945994 PMCID: PMC3026391 DOI: 10.3109/08037051.2010.518670
Source DB: PubMed Journal: Blood Press ISSN: 0803-7051 Impact factor: 2.835
Characteristics of the retrieve comparative trials on manidipine vs amlodipine.
| Author (ref.) | Design | Population, | Intervention (dose) | Duration (weeks) | Losses to follow-up | Outcomes |
|---|---|---|---|---|---|---|
| Zanchetti et al. 2001 (11) | DB, MC, R | 35–70 years; manidipine = 245; amlodipine = 244; 95 < DBP < 115; SBP < 200 after w/o; M = 183; A = 178 | Manidipine (10–20 mg); amlodipine (5–10 mg) | w/o 3–48 | 26% | SBP, M = − 17.5; A = − 19.6; DBP, M = − 13.7; A = − 14.1; ankle oedema, M: 20/245; A = 52/244; total AE, M = 75/245; A = 99/244 |
| Coca et al. 2006; MAISH (8) | DB, MC, R | Manidipine = 99; amlodipine = 96; Over 60 years; DBP < 90; SBP > 145 | Manipidine (10–20 mg); amlodipine (5–10 mg) | w/o 2–12 | 9.2% | SBP, M = − 19.5; A = − 18.4; DBP, M = − 5.2; A = −4.9; ankle oedema, M: 4/99; A = 4/96; total AE, M = 23/99; A = 27/96 |
| Martinez-Martin et al. 2005; AMANDHA (9) | R | Manidipine = 61; amlodipine = 30; diabetes II; HT; nephropathy; reninangiotension blockers > 6 mo | Manipidine (20 mg); amlodipine (10 mg) | 24 | n/a | SBP, M = − 19.1; A = − 12.7; DBP, M = − 7.7; A = − 10.9; ankle oedema, M: 2/61; A = 8/30; total AE, M = 5/61; A = 8/30 |
| Martinez-Martin et al. 2009; MARIMBA (10) | DB, R | Manidipine = 32; amlodipine = 32; metabolic syndrome | Manipidine (20 mg); amlodipine (10 mg) | 12 | 1.56% | SBP, M = − 15.9; A = − 16.2; DBP, M = − 5.2; A = − 4.9; ankle oedema, M: 1/32; A = 3/32; total AE, M = 1/32; A = 6/32 |
DB, double-blinded; R, randomized; MC, multicentric; w/o, wash-out period; DBP, diastolic blood pressure; SBP, systolic blood pressure; AE, adverse events.
Meta-analysis of the blood pressure lowering effect in response to either manidipine or amlodipine during head-to-head studies.
SBP, office systolic blood pressure; DBP, office diastolic blood pressure. Mean differences (and standard errors) are displayed.
Meta-analysis of the adverse effects (AEs) in response to either manidipine or amlodipine during head-to-head studies, expressed either as risk ratio (RR, upper part) or risk difference (RD, lower part).
MH: Mentel-Haenszel method.
Meta-analysis of ankle oedema in response to either manidipine or amlodipine during head-to-head studies, expressed either as risk ratio (RR, upper part) or risk difference (RD, lower part).
MH: Mentel-Haenszel method.
Duval and Tweedie Trim and Fill sensitivity analysis.
| Fixed effects | Random effects | |||||||
|---|---|---|---|---|---|---|---|---|
| Studies trimmed | Point estimate | Lower limit | Upper limit | Point estimate | Lower limit | Upper limit | Q value | |
| Observed values | −0.46829 | −0.65665 | −0.27993 | −0.76498 | −1.19516 | −0.33480 | 17.72861 | |
| Adjusted values | 4 | −0.39147 | −0.57423 | −0.20872 | −0.46422 | −0.90358 | −0.02485 | 29.62359 |
Explanations are given in the fi gure legend.
Figure 1Publication bias assessment and robustness testing: funnel plot with a Duval and Tweedie Trim and Fill sensitivity analysis. This graph plots the log RR against the studies precision (open circles), as well as the log global estimate (black lozenge). The assumption of no publication bias is linked to a symmetrical distribution of the studies on the left and right sides of the global estimate (which shows an inverted funnel). In case of asymmetry, Duval and Tweedie set up a method that allows for simulating the “missing” studies (open grey circles) that make the graph symmetrical. When including these dummy studies, a new global estimate can be recomputed (grey lozenge) for comparison with the actual global estimate. Table V provides the global estimates with and without correction. What can be seen is that whatever the correction applied (as a sensitivity analysis), the estimates remain significant, showing that no significant publication bias affects the dataset.