All study procedures are approved and monitored by the University of Texas Health Science Center at San Antonio Institutional Review Board and South Texas Veterans Health Care System (STVHCS) Research and Development Committee. In addition, all study participants complete a written informed consent prior to any study procedure and are eligible to receive other standard of care treatments within their VA.
2.2 Study Procedures
This is a double-blind, placebo-controlled 14- week pilot study in which participants will be randomized to receive quetiapine (n = 10) or placebo (n = 10). Prescreening will be accomplished by review of patient’s medical record, speaking to the patient’s treating clinician, and interview by the study coordinator in person (if possible) or by telephone to eliminate any obviously ineligible participants and determine the likelihood of eligibility. During chart review, lab data from clinical care will also inform study coordinator regarding an individual’s likely eligibility. After prescreening, potentially eligible individuals will be scheduled for written informed consent and a formal screening visit. Participants who pass the eligibility screening will be scheduled for randomization as soon as possible after screening. Sequentially eligible participants will be assigned to receive either 1) placebo or 2) quetiapine by the Research Pharmacist to a randomized sequence established prior to the study. The participants, study physician, clinical prescribers and psychologists, and study coordinator will remain blinded to treatment assignment. After randomization, all patients will begin a 2-week stabilization period before beginning CPT. During this time, patients will receive a flexible dose regimen based upon tolerability and clinical response to maximize engagement in rehabilitation treatment by initiating quetiapine or placebo treatment 2 weeks before starting CPT treatment. Flexible dosing will begin with 25 mg at bedtime and titration up to 200 mg daily if needed. Matching placebo will permit apparent dose adjustments to be accomplished by adjusting the number of tablets prescribed. Medication treatment will be maintained throughout 14-week study period including the 12 session CPT. Doses will be adjusted as clinically indicated (see Fig. 2).
Assessments
A full list of study measures and assessment procedures is outlined in Table 1.
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)
Notes: Shown are procedures completed at visits (V#) / weeks (WK) of study. Screening (Scr) occurs at V0 and medication initiation occurs at V1. Abbreviations: CAPS-5, Clinician-Administered PTSD Scale for DSM-5; PCL-5, PTSD Checklist for DSM-5; ISI, Insomnia Sleep Index; GAD-7, Generalized Anxiety Disorder-7; WHODAS 2.0, World Health Organization Disability Assessment Schedule 2.0; WHOQOL-BREF, World Health Organization Quality of Life-BREF; PHQ-9, Patient Health Questionnaire; PTGI, Post Traumatic Growth Inventory; AUDIT, Alcohol Use Disorders Identification Test; DUDIT, Drug Use Disorders Identification Test; TSQM-9, Treatment Satisfaction Questionnaire for Medication-9; ECG, 12-lead electrocardiogram.
Primary outcome measures
The primary outcome measures for this study are: (1) trial feasibility, (2) engagement in CPT, anxiety, and insomnia, and (3) recovery.
Feasibility
We will collect information on number of potentially eligible veterans approached, the number screened, and the number randomized. This information will allow us to determine patient acceptability, and the logistic feasibility of recruiting participants into a full-scale, randomized, double-blind, placebo-controlled trial that requires antipsychotic medication versus placebo in combination with CPT.
Measures of Engagement in CPT treatment
After 2 weeks of quetiapine or placebo dosing, participants will begin CPT. CPT lasts for 12 weekly sessions but trauma exposure doesn’t begin until session #3 (Visit 4) when participant is asked to write a full account of the most traumatic event with sensory details. A significant number of PTSD patients terminate treatment prior to session #4, in which the completed account is reviewed and read aloud by the patient, which suggests strongly that the emotional difficulty of directly engaging with trauma content is a substantial barrier to treatment engagement. We have established two measures of engagement in CPT treatment. The first is continuing CPT treatment at least until session # 4 (i.e., when trauma account is due). The second measure is the participant’s self-report on engagement in therapy measured by emotional engagement graded on a scale from 0 (not very engaged) to 10 (fully engaged) at every visit by the participant; a score of 7 or higher is the desired response and self-reported completion of homework. We also will record the number of sessions of CPT completed by the participants. Non-compliance with the CPT treatment reported by the therapist will also be documented. The completions status will be confirmed after discussion with the therapist and number of sessions of CPT completed by the participants will also be recorded.
Anxiety
Change in anxiety will be assessed using a well validated and quick and easy to administer self-administered, the Generalized Anxiety Disorder 7 item (GAD-7) scale.[30]
Insomnia
Change in insomnia will be assessed using the Insomnia Severity Index (ISI).[31] The ISI is short (7 items), easy to complete, and it has been used in evaluating insomnia in veteran populations.[32] We considered several alternative primary outcome measures for this study and dismissed them for the following reasons: polysomnography is too burdensome and costly. Sleep diaries are equally valid and sensitive, but they are more burdensome. The ISI has been validated against both polysomnography and sleep diary assessments in clinical trials.[33] Lastly, although the Pittsburgh Sleep Quality Index is a popular measure of overall sleep disturbances however ISI is preferred for insomnia.[34]
PTSD Symptom Severity
PTSD Checklist for DSM-5 (PCL-5) is a 20-item validated self-report measure which is widely implemented throughout the VA clinics to screen individuals for PTSD, make a provisional PTSD diagnosis, and monitor symptom change during and after treatment.[35] A PCL-5 score of 34 is considered an optimal cutoff level for the diagnosis of PTSD.[36] Evidence has suggested that 10 point change in PCL score represents reliable and clinically significant change.[35]
Quality of Life
The World Health Organization Quality of Life (WHOQOL) BREF is a 26 item self-report questionnaire to assess functioning and quality of life from the patient’s perspective over the past 2-week period.[37] It is a measure of conceptual domains of quality of life: material and physical well-being, relationships with other people, social, community and civic activities, personal development and fulfillment, independence, and recreation. It is a reliable and valid instrument utilized in physically and psychologically disabling conditions including PTSD.
Disability
The World Health Organization Disability Assessment Schedule 2.0 (WHODAS 2.0) is a 12 item self-report to measure functional disability over the past 30-day period.[38] It assesses 6 domains of functioning: cognition, mobility, self-care, getting along, life activities, and participation.
Secondary Outcome Measures
The secondary outcomes include: (1) The Clinician-Administered PTSD Scale for DSM-5 (CAPS-5) [39] will be used to establish PTSD diagnostic status at the screening and end of study (Visit 11). CAPS-5 is a gold standard diagnostic interview for PTSD, developed by National Center for PTSD. We will enroll participants who meet diagnostic criteria for PTSD and who have a CAPS-5 score of ≥ 25 and will repeat assessment at end of treatment to determine clinically significant change in the scores. PTSD diagnosis will be determined using the PTSD diagnosis algorithm recommended by the National Center of PTSD which requires at least moderate ratings (2 or more) on at least 1 B item (items #1–5), 1 C item (items #6–7), 2 D items (#8–14), and 2 E items (items #15–20) of the CAPS-5. (2) The Patient Health Questionnaire (PHQ)-9 will monitor for change in depressive symptoms, suicidality by the item # 9, and homicidality by an added question.[40] (3) The Post Traumatic Growth Inventory (PTGI) will measure change in cognition about positive outcomes.[41] (4) Substance use will be assessed by Alcohol Use Disorders Identification Test (AUDIT) [42],.and Drug Use Disorders Identification Test (DUDIT) [43] and treatment satisfaction by the Treatment Satisfaction Questionnaire for Medication-9 (TSQM-9).[44]
Quetiapine has risks and side effects. Quetiapine may cause sedation and extra-pyramidal symptoms. The medications in the atypical antipsychotic class prescribed at high dose, for longer duration of treatment, in severely mentally ill individuals increase the risk for diabetes and heart diseases by causing metabolic dysregulation. We will thoroughly screen for metabolic risk factors by medical history and physical examination, vital signs, ECG, and basic laboratory tests. Basic laboratory tests to assess metabolic parameters and ECG will be repeated at the end of study (Visit 14) to verify whether or not adverse changes were observed in these parameters. Quetiapine has also been shown to cause prolongation of QTc interval which can contribute to cardiac arrhythmias therefore we will exclude veterans with prolonged QTc ≥ 450 milliseconds. Quetiapine use has been associated with respiratory dysfunction in patients with obstructive sleep apnea. Study participants will be screened for sleep apnea and compliance with continuous positive airway pressure use will be assessed and encouraged at every visit. At risk non-compliant participants will be discontinued from further participation in the study.
Participant safety will be monitored at each weekly visit and Adverse Events (AEs) will be documented. The study coordinator will collect and record side effects, worsening of PTSD symptoms, or suicidal ideations data from participants every week and the study physician will be alerted to clinically manage side effects and implement remedial procedures as indicated.
We will assess blind integrity at the end of each subject’s treatment (i.e. visit 13) by asking the participants and the investigator to guess the placebo or quetiapine treatment assignment.[45] Assessments will be completed by asking: “Which pills do you think you (or participants) were taking in this study, quetiapine or placebo (sugar pill)?” “And why do you think that?”
2.3 Materials
Medication Dosing
All the participants will continue their standard care prescribed medication. Study drug will be initially dispensed to participants soon after randomization, occurring on the same day as randomization (i.e., Visit 1) so that participants can start taking study medication on the first night immediately following randomization. Initial dose titration will occur during the first two weeks of the study. A participant’s initial titration will be accomplished during one to three dose evaluation telephone calls by the study physician. Using information gathered from participant feedback regarding tolerance of study medication and potentially supplemented by results of clinical assessment, the prescriber will sequentially titrate study medication upward or downward as tolerated. This dose escalation method is comparable to what would be utilized in clinical practice and could therefore be generalized to the intended treatment population. Quetiapine vs. placebo will be initiated at the dose 25 mg at bedtime and then increased up to 200 mg daily as clinically indicated. Dose adjustments will be made in 25–50 mg increments and after at least 14 days of dosing, participants will begin CPT with a VA trained therapist for 12 weekly sessions. Participants will be maintained on their maximally tolerated dose until completion of Visit 13, at which point study medication will be tapered down to the next lower dose for three nights before being discontinued altogether. No taper will be necessary for participants whose maximally tolerated dose was the lowest possible dose. Any change in study medication dose will be documented on the designated Case Report Form. A note will be entered in the CPRS to record the reason for the dose change, document that the change was communicated to the participant and that the participant verbalized an understanding of the change. The participants will be instructed to bring their pill bottles with them to each post-baseline visit to allow pill-count measures of medication compliance. Compliance with the study drug will also be assessed using participant report. The participant will be instructed to return any remaining supply in his/her possession. The Research Pharmacy will maintain the drug accountability log. Participants who does not initiate and continue study medication for at least 2 weeks or first CPT session will be terminated.
Cognitive Processing Therapy (CPT)
All participants will receive individual weekly CPT as a standard of care within the STVHCS. At STVHCS CPT is delivered in twelve 60-minute sessions following the model established by Resick et al.[5] which includes the trauma narrative component. For this study, we will exclude participants who previously completed a course of CPT but will permit those with ongoing PTSD symptoms who previously dropped out with the hypothesis that quetiapine randomization may help them to complete. Our study will use clinical standard of care procedures for participants who miss sessions. In our clinic, 12 sessions of CPT are generally delivered in 16–20 weeks. Thus, we have defined treatment endpoints as having completed CPT treatment or until 20 weeks of therapy time elapses. The participants will not be allowed to participate in any other clinical study, start a new medication, or a psychotherapeutic treatment during study participation.
Safety
Participants will be provided with emergency contact information for the study staff. In circumstances such as hospitalization or serious side effects such as suicidal or homicidal ideations, participants will contact the study staff. If the situation requires, the blind will be broken for emergency medical necessity (emergency unmasking), wherein knowledge of the study treatment assignment will influence the medical treatment of the participant, participants will be transferred to an emergency department or inpatient psychiatric unit. Participation in the trial will be terminated and a study discontinuation visit will be scheduled when feasible. Participants will be thanked for study participation and the study physician will coordinate indicated care with the mental health service.
2.4 Analysis Plan
This pilot study is not designed for efficacy or mechanistic hypotheses testing.[46, 47] As a rough guide to future planning, conventional effect sizes will be calculated with 95% confidence limits.[48] For dimensional scales (e.g., PCL-5, ISI, GAD-7, WHOQOL-BREFF, WHODAS 2.0, CAPS-5), effect sizes will be model-based estimates of pre-post treatment change divided by baseline standard deviations (e.g., bias-adjusted Hedges’ g). Cohen’s index (h) [49], odds ratios, and number needed to treat will be calculated for proportions. Although the statistical power of this study is limited, we will perform statistical analyses appropriate for an adequately powered study to identify data analysis issues germane to future planning, e.g., data management and scoring, missing data, data distributions, outliers, nature of trends over time, covariance structures. Statistical analyses will be intent to treat, using all available data from randomized participants regardless of extent of participation in treatment.
For dimensional measures related to clinical outcome (i.e., PCL-5, ISI, GAD-7, and 12-point self and therapist report measure of engagement), comparison of means will be done with general or generalized linear mixed effects regression models with repeated measures, with fixed effects of treatment, time, and the treatment by time interaction (e.g., SAS MIXED, GLIMMIX).When measures are assessed only at two time points, the treatment by time interaction is a test of the difference in pre-post change (i.e., CAPS-5, WHOQOL-BREFF, WHODAS 2.0, PTGI). For dichotomous measures of treatment engagement, statistical analyses will be done using chi-square tests. Either logistic or proportional hazard survival regression analysis will be used to determine if baseline descriptive and clinical characteristics predict treatment completion.
Recovery will be measured by a latent variable analysis using scores of three highly correlated indicator variables including the WHODAS 2.0, WHOQOL-BREF, and PCL-5. To reduce Type I error and account for the substantial overlap among functional disability, quality of life, and PTSD symptoms, we will: i) utilize preliminary factor analysis to create composite functional impairment factor scores for Veterans at three time points. The first time point will be at baseline (screening). Composite factor scores will also be created for their level of functional impairment at the visit 7 (week 8) interview and the end of study (Visit 13 (week 14)); ii) Scores on each of the measures will be standardized on the mean and standard deviation of each across the three time points prior to the factor analyses, so that comparisons can be made across time; iii) For each time point, a single, standardized factor will be extracted that accounts for the majority of the variance in the indicator variables; and iv) We expect that factor loadings for the indicators will be also quite high across all three time points, providing strong empirical support for an overall “functional impairment” factor.
Hypothesis 3
proposes that quetiapine promotes recovery by increasing treatment engagement and reducing insomnia and anxiety. The mediation hypothesis is typically represented in a triangular diagram (Fig. 3), which depicts a direct causal path from treatment to outcome (path c), and an indirect path from treatment through the mediator (path a) to outcome (path b). If mediation is complete, path c disappears, but partial mediation is also possible. The paths and standard errors are estimated with appropriate (i.e., linear, logistic) regression models or simultaneous equation modeling (SEM), which estimates the causal paths and standard errors simultaneously. The product of those paths (a*b) equals the decrement in the direct path due to mediation. The Figure shows the simplest case with only one mediator, but it is readily expanded to include more. The statistical significance of the indirect effect can be tested parametrically with estimates of its standard error, but bootstrapping is generally considered preferable because the distribution of the indirect effect is typically non-normal. Macros for these computations in SPSS and SAS can be downloaded from the internet (e.g., the PROCESS macro, available at: (reference # 94 is URL).[50]