Animals, ethics
A total of 20 male Wistar rats from Toxi-Coop Toxicological Research Center, Dunakeszi, Hungary, ranging in weight from 250 to 563 g were used. Institutional guidelines for animal care and usage for research principles were strictly followed. All procedures involving animals were approved by the University of Debrecen Committee of Animal Research (1/2013/DE MÁB). Animals were chosen randomly on the morning of the experiment and euthanized prior to harvesting of tissue specimens.
Materials
Rocuronium (Esmeron; MSD Pharma Hungary, Budapest, Hungary) and sugammadex (Bridion; MSD Pharma Hungary, Budapest, Hungary) were purchased from commercial vendors and diluted in Krebs-buffer as needed to achieve a dosing volume of 10–100 μl.
Magnesium heptahydrate sulfate (Cormagnesin, Wörwag Pharma GmbH, Böblingen, Germany) was purchased from the commercial vendor and given undiluted to the buffer solution to achieve the indicated final concentrations for magnesium.
Experimental procedures
The rat phrenic nerve – hemidiaphragm system was used for our experiments. Originally described by Bülbring [21], this technique has been a useful tool to investigate neuromuscular blocking and reversal agents [20, 22, 23]. Rats were given an intraperitoneal overdose of sodium thiopental (60 mg/kg) and exsanguinated through the incision of the dorsal vena cava. Hemidiaphragm preparation was performed by bilateral thoracotomy and removal of the sternum, after which both phrenic nerves were dissected from cranial to rostral direction to the junction with the diaphragm. Then both hemidiaphragms were excised with the corresponding phrenic nerve intact. The hemidiaphragms were then secured in a special tissue holder (ISO-07-TSZ2D, Experimetria Ltd., Hungary) in 75 mL of Krebs-puffer (110 mM NaCl, 5 mM KCl, 1.25 mM CaCl2, 1 mM MgSO4, 1 mM KH2PO4, 5 mM glucose, 20 mM NaHCO3) and aerated by bubbling 95% O2 + 5% CO2 (Vol%) through the solution. The solution was maintained at a temperature of 37 °C (AMP-09 Temperature controller, Experimetria Ltd., Hungary).
The hemidiaphragms were attached to an isometric force-displacement transducer (FSG-01/200 Force Transducer, Experimetria Ltd.) at the centrum tendineum using a commercially available 5/0 diameter surgical thread. Measurements were amplified by AMP-01-SG Classic bridge amplifier and recorded with the S.P.E.L. Advanced Isosys software (Experimetria Ltd., Hungary). The phrenic nerve was stimulated either with a single twitch every 5 s (rectangular pulses with 0.3 ms pulsewidth and supramaximal voltage) or a 2-Hz train-of-four (TOF) stimulus every 15 s (rectangular pulses of 0.2 ms duration with a supramaximal voltage) using a square wave stimulator (ST-03-O4, Experimetria Ltd., Hungary).
After submersion in buffer solution, the tissue preparations were allowed an acclimatization period of 10 min without stimulation at an applied tension of 20–30 mN. Then stimulation was started and an additional 1–1.5 h without treatment (with buffer changes as needed) followed until a stable baseline tension was achieved. Drug dosing was only commenced after this stabilization period (for a scheme of drug dosing and study design, see Fig. 1). After the measurement of a given concentration-response curve, the buffer solution was removed 5 times in a 30-min timespan to assure complete washout of any agents before measuring a new curve.
Each concentration-response relationship shown in the figures is based on 5 concentration-response curves, each from a different specimen. Whereas multiple concentration-response curves were measured on a given specimen, a specific concentration-response curve was measured only once, thus each specimen only contributed one data set to a given concentration-response relationship. To mitigate the effects of degradation of the tissue specimen over time, the order of concentration-response curve experiments was permuted between specimens. The specimen was discarded if a stable baseline tension was no longer attainable.
Concentration-response curves for magnesium and rocuronium
The effects of magnesium and rocuronium were quantified as the depression of single twitch force amplitude. The twitch force amplitude for a measurement point was the mean value of five consecutive contractions at a given drug concentration once contraction amplitude had stabilized corrected with the baseline tension. The twitch force amplitude was normalized to the maximum twitch force amplitude of the untreated sample to construct cumulative concentration-response curves.
In the case of magnesium, 9.2 mg was administered every 10 min to the buffer solution until full depression of the twitch amplitude. Each specimen contributed 11–12 measurement points to the curve.
For rocuronium, a dose was given every 15 min. We constructed two curves, one for [Mg2+] = 1 mM and the other for [Mg2+] = 1.5 mM. For the case of [Mg2+] = 1 mM the initial dose of rocuronium was 0.2 mg followed by doses of 0.1 mg until contraction was no longer detectable after nerve stimulation. Each specimen contributed 5–7 measurement points to the curve. For the case of [Mg2+] = 1.5 mM, the first dose was 0.1 mg, then two doses of 0.05 mg followed by doses of 0.025 mg until contraction was no longer detectable after nerve stimulation. Each specimen contributed 7–11 measurement points to the curve.
Pre-block effect of magnesium
To determine the pre-block effect of magnesium on reversal of neuromuscular block, a single rocuronium dose (0.3 mg rocuronium for [Mg2+] = 1.5 mM and 0.5 mg rocuronium for [Mg2+] = 1 mM) was given to achieve a 90–95% depression of single twitch force amplitude. Then sugammadex doses were given in 10-min intervals. Twitch force amplitude was baseline corrected with the twitch force amplitude of the sample prior to reversal with sugammadex and normalized to the maximum contraction amplitude after full reversal to construct cumulative concentration-response curves. For [Mg2+] = 1 mM an initial sugammadex dose of 0.2 mg was given, followed by four doses of 0.1 mg, then 0.15 mg, which was followed by doses of 0.25 mg until twitch amplitude plateaued and reversal of neuromuscular block was verified by achieving a TOF ratio (T4/T1 of the four stimuli) > 0.9. Each specimen contributed 5–8 measurement points to the curve. For [Mg2+] = 1.5 mM an initial sugammadex dose of 0.05 mg was given, followed by three doses of 0.1 mg, then 0.15 mg, which was followed by doses of 0.25 mg until twitch amplitude plateaued and reversal of neuromuscular block was verified by achieving a TOF ratio (T4/T1 of the four stimuli) > 0.9. Each specimen contributed 7 measurement points to the curve.
Post-block effect of magnesium
To determine the post-block effect of magnesium, rocuronium 0.5 mg was given at [Mg2+] = 1 mM to achieve a 90–95% depression of single twitch force amplitude. Reversal was started with incremental doses of 0.1–0.2 mg sugammadex every 10 min until a cumulative dose of 0.5 mg was achieved. At this point [Mg2+] was increased to 1.5 mM and sugammadex dosing was continued with one dose of 0.15 mg, followed by one dose of 0.1 mg. This was followed by doses of 0.25 mg until twitch amplitude plateaued and reversal of neuromuscular block was verified by achieving a TOF ratio > 0.9. Twitch force amplitude was baseline corrected with the twitch force amplitude of the sample prior to reversal with sugammadex and normalized to the maximum contraction amplitude after full reversal to construct cumulative concentration-response curves. Each specimen contributed 6–7 measurement points to the curve.
Effect of magnesium on the safety margin of reversal
The effect of magnesium on the safety margin of reversal was investigated by reversing rocuronium-induced neuromuscular block with sugammadex until either the TOF ratio was ≈ 1.0 without visible fade (“full” reversal) or TOF ratio was > 0.9, but still showed a visible fade (“accepted” reversal [24]). Then [Mg2+] was increased in 0.5 mM steps from 1 mM to 2 mM. TOF ratio was recorded every 15 s for 10 min after a change in [Mg2+] and the final stable TOF ratio was used to quantify the change in the TOF ratio.
Statistical analysis
GraphPad Prism 6 for Windows (GraphPad Software, Inc., La Jolla, CA, USA) was used for fitting of concentration-response curves. Curve fitting was done by nonlinear regression with either the “log (agonist) vs. normalized response – variable slope” or the “log (inhibitor) vs. normalized response – variable slope” function. The fitting equation was: y = 100/(1 + 10^((LogEC50-X)*HillSlope)), where X is the log10 value of concentration and y is the normalized and baseline corrected contraction amplitude.
For sample size determination, we performed a pilot study (n = 3) to determine the concentration-response curve of rocuronium. We arrived at values of logEC50 = 0.875 and SD = 0.023. Assuming a 10% change in EC50 as clinically relevant, group sample size at α = 0.05 and power of 80% was 4 for a one-sided test. Statistical comparison of concentration-response curves was done with GraphPad Prism 6 for Windows with the extra sum-of-squares F-test. LogEC50 was the model component that was used to account for the extra sum-of-squares. Results are presented as mean and 95% confidence interval unless otherwise specified.