BackgroundMultimodal measurements combining broadband near-infrared spectroscopy (NIRS) and phosphorus magnetic resonance spectroscopy (31P MRS) assessed associations between changes in the oxidation state of cerebral mitochondrial cytochrome-c-oxidase (Δ[oxCCO]) and 31P metabolite peak-area ratios during and after transient cerebral hypoxia–ischemia (HI) in the newborn piglet.MethodsTwenty-four piglets (aged < 24 h) underwent transient HI (inspired oxygen fraction 9% and bilateral carotid artery occlusion for ~ 20 min). Whole-brain 31P MRS and NIRS data were acquired every minute. Inorganic phosphate (Pi)/epp, phosphocreatine (PCr)/epp, and total nucleotide triphosphate (NTP)/epp were measured by 31P MRS and were plotted against Δ[oxCCO] during HI and recovery (epp = exchangeable phosphate pool = Pi + PCr + 2γ-NTP + β-NTP).ResultsDuring HI Δ[oxCCO], PCr/epp and NTP/epp declined and Pi/epp increased. Significant correlations were seen between 31P ratios and Δ[oxCCO]; during HI a threshold point was identified where the relationship between Δ[oxCCO] and both NTP/epp and Pi/epp changed significantly. Outcome at 48 h related to recovery of Δ[oxCCO] and 31P ratios 1 h post-HI (survived: 1-h NTP/epp 0.22 ± 0.02, Δ[oxCCO] − 0.29 ± 0.50 μM; died: 1-h NTP/epp 0.10 ± 0.04, Δ[oxCCO] − 2.41 ± 1.48 μM).ConclusionsBoth lowered Δ[oxCCO] and NTP/epp 1 h post-HI indicated mitochondrial impairment. Animals dying before 48 h had slower recovery of both Δ[oxCCO] and 31P ratios by 1 h after HI.
For proton therapy, an accurate conversion of CT HU to relative stopping power (RSP) is essential. Validation of the conversion based on real tissue samples is more direct than the current practice solely based on tissue substitutes and can potentially address variations over the population. Based on a novel dose extinction method, we measured water equivalent path lengths (WEPL) on animal tissue samples to evaluate the accuracy of CT HU to RSP conversion and potential variations over a population. A broad proton beam delivered a spread out Bragg peak to the samples sandwiched between a water tank and a 2D ion-chamber detector. WEPLs of the samples were determined from the transmission dose profiles measured as a function of the water level in the tank. Tissue substitute inserts and Lucite blocks with known WEPLs were used to validate the accuracy. A large number of real tissue samples were measured. Variations of WEPL over different batches of tissue samples were also investigated. The measured WEPLs were compared with those computed from CT scans with the Stoichiometric calibration method. WEPLs were determined within ±0.5% percentage deviation (% std/mean) and ±0.5% error for most of the tissue surrogate inserts and the calibration blocks. For biological tissue samples, percentage deviations were within ±0.3%. No considerable difference (<1%) in WEPL was observed for the same type of tissue from different sources. The differences between measured WEPLs and those calculated from CT were within 1%, except for some bony tissues. Depending on the sample size, each dose extinction measurement took around 5 min to produce ~1000 WEPL values to be compared with calculations. This dose extinction system measures WEPL efficiently and accurately, which allows the validation of CT HU to RSP conversions based on the WEPL measured for a large number of samples and real tissues.
We have developed a computational model to simulate hypoxia-ischaemia (HI) in
the neonatal piglet brain. It has been extended from a previous model by adding the
simulation of carotid artery occlusion and including pH changes in the cytoplasm.
Here, simulations from the model are compared with near-infrared spectroscopy (NIRS)
and phosphorus magnetic resonance spectroscopy (MRS) measurements from two piglets
during HI and short-term recovery. One of these piglets showed incomplete recovery
after HI, and this is modelled by considering some of the cells to be dead. This is
consistent with the results from MRS and the redox state of cytochrome-c-oxidase as
measured by NIRS. However, the simulations do not match the NIRS haemoglobin
measurements. The model therefore predicts that further physiological changes must
also be taking place if the hypothesis of dead cells is correct.
We describe the extension of a computational model of blood flow and metabolism
in the piglet brain to investigate changes in neonatal intracellular brain pH during
hypoxia-ischemia (HI). The model is able to simulate near-infrared spectroscopy
(NIRS) and magnetic resonance spectroscopy (MRS) measurements obtained from HI
experiments conducted in piglets. We adopt a method of using
31P-MRS data to estimate of intracellular pH and
compare measured pH and oxygenation with their modelled counterparts. We show that
both NIRS and MRS measurements are predicted well in the new version of the
model.
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