Data informing this report was collected between 2015 and 2020 as part of the NIMH-funded ‘Neurobehavioral Moderators of Post-traumatic Disease Trajectories’ study (MH103287). This research project was approved by the Tel-Aviv Sourasky Medical Center institutional review board (approval 0207/14) and was registered on ClinicalTrials.gov (NCT03756545). The study’s design and detailed methodologies have been previously published30 and those informing this work are summarized below.
Participants. Potential participants for this study were 18 to 65 years old adult civilians consecutively admitted to Tel-Aviv Sourasky Medical Center (TASMC) emergency department (ED) after one of the following events: motor-vehicle accident (MVA), bicycle accident, physical assault, robbery, hostilities, electric shock, fire, drowning, work accident, terror attack or a large-scale disaster.
Participants were included in the study if they met PTSD symptom criteria (specified below) within one month following trauma exposure (T1). Participants were excluded if they had an ED notation of severe head injury, coma upon ED admission, a medical condition that interfered with their ability to provide informed consent or apprehend the study’s procedures, a diagnosis of PTSD prior to ED admission, current substance abuse disorder, current suicidal ideations, lifetime psychotic illness, conditions precluding MRI scanning (e.g., pacemaker, metal implants, large tattoos, permanent makeup) or medical/ psychological conditions that constituted treatment priority. All participants in this study provided oral consent to the study’s screening telephone interview and written informed consent upon attending a subsequent diagnostic and eligibility ascertainment clinical interview.
A final sample of n = 100 participants with valid clinical and structural brain data (at T1, T2, and T3) are included in the current report (i.e., ‘study completers’). While all participants (n = 100) met PTSD diagnostic criteria at T1, only n = 29 still met PTSD diagnosis at T3 (a ‘non-Remission’ Group), while n = 71 did not (a ‘Remission’ Group). For a comparison of demographic and clinical characteristics of the study groups (‘Remission’ vs. ‘non-Remission’), see Table 1.
Table 1. Participants’ demographic and clinical characteristics. While all participants met PTSD diagnostic criteria at 1-month post-trauma (T1), 29 individuals met PTSD diagnostic criteria at 14-months post-trauma (T3) (‘non-Remission’ Group) and n=71 did not (‘Remission’ Group). MVA=Motor Vehicle Accident; CAPS= Clinical-Administered PTSD Scale.
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)
Clinical Assessments. A comprehensive clinical interview was conducted by trained clinicians, using the Clinician-Administered PTSD Scale (CAPS), to assess PTSD diagnosis and severity estimates at 1-, 6-, and 14-months after ED admission (T1, T2, and T3, respectively). In order to maintain continuity with decades of PTSD research based on DSM-IV definitions, and given the findings of nonoverlapping samples per definitional criteria used31,32, we administered a combined clinical interview assessing both CAPS-IV33 and CAPS-534 items at the same time. The usage of such hybrid PTSD diagnostic interviews is supported, particularly in longitudinal studies35, and is in line with the recommendation to use broader cross-template definitions of PTSD for empirical research36. Here, a positive PTSD diagnosis was given to individuals who met either DSM-IV or DSM-5 diagnostic criteria or, in line with previous recommendations37 endorsed CAPS-IV total score of ≥ 40.
MRI Acquisition. Whole-brain anatomical images were conducted using a 3T MAGNETOM Prisma system (Siemens Medical Solutions, Erlangen, Germany) at the Tel-Aviv Sourasky Medical Center (TASMC). These repeated structural MRI scans took place at three different time points following traumatic exposure (T1, T2, and T3). At each time point, a sagittal T1-weighted magnetization prepared rapid gradient echo (MPRAGE) sequence (TR/TE = 2400/2.29ms, flip angle = 8°, voxel size = 0.7mm3, field of view = 224×224mm2, slice thickness = 0.7mm) was used to acquire high-resolution structural images. Foam padding and earplugs were used to reduce head motion and scanner noise.
Hippocampus and Amygdala Segmentations. Hippocampal and amygdala segmentations were performed on structural T1-weighted images (voxel size = 0.7mm3) using the longitudinal pipeline38 of FreeSurfer image analysis suite39 version 7.1.0. This longitudinal pipeline reduces the confounding effect of inter-individual variability, thus increasing the robustness of the method and yielding more sensitive brain volumes40. It further increases the reliability and statistical power by using an unbiased within-subject template space38 (based on all available time-points of a subject), and allowed us to use all available data (i.e., also when one time-point out of three was missing).
Segmentations of hippocampus and amygdala subregions were obtained using a special-purpose module included in FreeSurfer version 7.1.0, an evolution of the previous hippocampal subfields’ module released with FreeSurfer 6.0. This tool uses a probabilistic atlas built with ultra-high resolution ex-vivo MRI data (~ 0.1mm isotropic) to produce an automated segmentation of the hippocampal substructures41 and the nuclei of the amygdala42. Using this processing pipeline, hippocampal subfields and amygdala subnuclei were segmented simultaneously, ensuring that these two structures do not overlap or leave gaps in between40–42. Overall, this analysis provides volumes of 12 bilateral hippocampal subfields (subdivided in body and head when applicable) and volumes of 9 bilateral amygdala subnuclei.
For each participant, at each time point (T1, T2, T3), volumes of the left and right amygdala and hippocampus were derived, as well as its intracranial volume (ICV). These measures were previously shown to have good agreement with manual volumetric assessment and other automatic methods43–46. Furthermore, we extracted volumes of specific subregions within the right and left hippocampus previously implicated in PTSD literature26,47−49, namely the Cornu Ammonis 1 and 3 (CA1 and CA3), the dentate gyrus (DG), and the subiculum (see Fig. 1a). Importantly, these subregions also showed excellent reliability between two consecutive days approximately 2-weeks after their traumatic injuries29. Similarly, we extracted volumes of specific subregions within the right and left amygdala previously implicated in PTSD literature50–52, namely the lateral, central, and basal nuclei (LA, CeA, and BA, respectively; see Fig. 1b). For more details regarding the a-priori selected subregions, see Supplementary Methods. Finally, all hippocampus and amygdala segmentations were visually inspected and checked according to standardized quality control procedures26 (see Supplementary Methods & Fig. S1).
Procedure.
The hospital’s ED computerized records were available to the study team within 24 hours of ED admission. Within these records, an ED ‘trauma’ notation generated initial screening contacts from 3 days after the ED admission.
Initial telephone screening was performed by trained study personnel within 10–14 days of ED admission, and only after individuals were discharged from the hospital. After explaining the purpose of the call and obtaining verbal consent, interviewers confirmed the occurrence of a psychologically traumatic event and associated distress, availability for the study, and salient exclusion criteria (i.e., a 5–10 minutes ‘short interview’). Next, interviewers evaluated PTSD symptom severity using a modified dichotomous version of the PTSD checklist IV for civilians (PCL)30,53, study availability, and full exclusion criteria (i.e., a 20–30 minutes ‘long interview’). Participants who met PTSD diagnostic criteria (except for the 1-month duration), and did not meet any of the exclusion criteria, received further verbal information about the study and were invited for a first clinical assessment.
Clinical interviews took place within 1-month (23.9 ± 8.2 days) after ED admission at our lab. After signing informed consent, trained clinicians from the study team assessed PTSD diagnosis and severity using the CAPS (see ‘Clinical Assessments’). Additionally, the interviewers re-assessed (in-person) the presence of previously unnoticed study exclusion criteria. Identical follow-up clinical interviews took place at 6- and 14-months post-trauma (T2 and T3).
MRI Scans for eligible participants took place around 1-month (30.4 ± 9.5 days) after ED admission at our lab (after the clinical interview). Several participants were excluded at this stage since they were not eligible for MRI scans (e.g., pacemakers, non MRI-compatible implants, permanent make-up, large tattoos). Identical follow-up scans took place at T2 and T3.
Statistical Analysis. The study’s primary outcome measures were right and left hippocampus and amygdala volumes (mm3) at T1, T2, and T3. Secondary outcome measures were volumes (mm3) of specific subregions within the hippocampus (CA1, CA3, DG, and subiculum) and within the amygdala (LA, CeA, and BA nuclei). Differences in both primary and secondary outcome measures were measured between the two study groups (Remission vs. non-Remission; see Participants) both at T1 and across all time points (T1, T2, and T3).
Bayesian Multilevel Modeling (BML) Analysis. Inspired by the recent work of Limbachia et al. (2021)54, we leveraged the strengths of Bayesian multilevel modeling (BML)55–57 to estimate volumetric changes over time and initial differences between the two study groups (Remission vs. non-Remission). One of the strengths of BML is that it allows the simultaneous estimation of multiple parameters within a single model, hence there is no need to apply a correction for multiple comparisons58. In this study, we used a single model to assess initial volumetric differences (at T1) between the study groups (Remission vs. non-Remission; main effect of Group) across all regions of interest (ROIs): left and right amygdala and hippocampus, as well as their subregions simultaneously (see ‘Hippocampus and Amygdala Segmentations’). A second model was used to test whether there are volumetric changes across time (T1 to T2 to T3), across all individuals (main effect of Time) or between study groups (Group-by-Time interaction) across all ROIs. Both models included covariates of participants’ age and gender. To account for differences in brain sizes, we included total intracranial volume (ICV) and whole hippocampus/amygdala as additional covariates. Both models included the Remission group as the baseline, a random slope for each ROI, and Subjects as a random intercept. Model specifications also included 40K iterations, a 99% acceptance rate (i.e., adaptive delta), and a maximum tree depth of 15. We report evidence in terms of P+, the probability of the presence of an effect of interest, based on the posterior distribution (ranging from 0 to 1)54. While values closer to P + = 1 provide evidence that the effect of interest is greater than zero (e.g., increased volume in non-Remission vs. Remission group), values closer to P + = 0 convey support for a reverse effect (e.g., increased volumes in the non-Remission vs. Remission group). As values are closer to P + = 0.5, they provide stronger evidence for no-effect (e.g., similar volumes between groups). We treat Bayesian probability values as providing a continuous amount of support for a given hypothesis (not dichotomously as in “significant” vs. “not significant”). Nevertheless, in line with previous work54, we used cut-off points of P + > 0.85 and P + < 0.15 as evidence for differences between the groups.