| Literature DB >> 28800738 |
Mahboubeh Parastarfeizabadi1, Abbas Z Kouzani2.
Abstract
BACKGROUND: Millions of patients around the world are affected by neurological and psychiatric disorders. Deep brain stimulation (DBS) is a device-based therapy that could have fewer side-effects and higher efficiencies in drug-resistant patients compared to other therapeutic options such as pharmacological approaches. Thus far, several efforts have been made to incorporate a feedback loop into DBS devices to make them operate in a closed-loop manner.Entities:
Keywords: Biomarker; Closed-loop control; Deep rain simulation; Sensor; Signal conditioning; Stimulator
Mesh:
Year: 2017 PMID: 28800738 PMCID: PMC5553781 DOI: 10.1186/s12984-017-0295-1
Source DB: PubMed Journal: J Neuroeng Rehabil ISSN: 1743-0003 Impact factor: 4.262
Fig. 1Overview of open-loop DBS (a) versus closed-loop DBS (b). In open-loop DBS, a neurologist manually adjusts the stimulation parameters every 3–12 months after DBS implantation. On the other hand, in closed-loop DBS, programming of the stimulation parameters is performed automatically based on the measured biomarker. c Demonstration of two different brain states and the action of open-loop and closed-loop DBS. When the brain enters a specific state, it remains in that state for a short or long time. Closed-loop DBS gets deactivated when the brain enters the normal state. Open-loop DBS continues the stimulation regardless of the brain state
Fig. 2a A schematic representing different brain layers and measurable electrophysiological signals. Recording from higher depths results in potentials with higher strength and quality. The higher the distance of electrode from the potential source means a larger impedance. Therefore, proportional to the distance, the potentials are attenuated and high-frequency components are rejected due to the low-pass filtering behavior of the brain layers [159, 160]. In addition, recording from an electrode with smaller contact area enables measuring potentials from fewer neurons [161]. b Amplitude vs frequency characteristics of the human brain potentials of interest. c The spatial resolution of electrophysiological signals. d Three-shell head model. Different layers of the head, particularly the skull with a large resistivity, induce a distorting effect on the potentials that reach the scalp surface
Comparison of several potential biomarkers for the closed-loop DBS
| Biomarker | Stability | Invasiveness degree | Capability to merge stimulation/recording electrodes | Patient friendliness | Spatial resolution | Applied diseases |
|---|---|---|---|---|---|---|
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| EEG potentials | High noise and artifacts sensitivity | Non-invasive | No, needs separate recording and stimulation electrodes | No damage to the head | Poor, ~3–9 cm [ | PD [ |
| ECoG potentials | Moderate noise and artifacts sensitivity | Least invasive | No, needs separate recording and stimulation electrodes | Minor damages to the skull and Dura matter | Moderate, ~0.5 cm [ | PD and Epilepsy [ |
| LFP potentials | Long-term stability [ | Invasive | Yes, same recording and stimulation electrode [ | Some neuronal and vasculature damages | High, ~1 mm [ | PD [ |
| AP potentials | Need recalibration for good stability [ | Most invasive | No, needs separate recording and stimulation electrodes | Extra neuronal and vasculature damages | Very High, ~0.2 mm [ | PD [ |
|
| ||||||
| EMG potentials | High noise and artifacts sensitivity | Non-invasive [ | No, needs separate recording and stimulation electrodes | No damage to the head | Poor [ | Movement disorders [ |
| Biochemical potentials | Require short time for stabilization of carbon-fiber micro-electrode during recording [ | Invasive | No, needs separate recording and stimulation electrodes [ | Some neuronal and vasculature damages | High [ | Essential tremor [ |
Fig. 3The process of real-time closed-loop DBS programming. The recording unit records the biomarker signal via an inserted electrode inside (I) or outside (II) of the brain based on the biomarker type. After signal conditioning (amplification and filtration), the biomarker signal is digitized and then sent to the controller unit. Then, through a computational model (A), the biomarker signal is evaluated from different aspects (e.g. amplitude, frequency, and pulse-width, etc.) to define the response signal, which is then employed to predict optimized stimulation parameters. The bottom model (B) has been adopted from [105] and then modified. It represents the structure of controller where X (t), Y (t), and Z (t) are the input vector, neural circuit states, and biomarker response, respectively. The mapping functions from input to the neural state and from neural state to the biomarker response are demonstrated by f (X,t) and g (X,Y,t), respectively. The k (Z,t) is the controller that evaluates the biomarker response and updates stimulation parameters. The estimated parameters are adjusted in the stimulation unit to create the stimulation pulses for applying to the stimulation electrodes. In this real-time process, a very short time-window of the recorded signal is used for prediction of the stimulation parameters. The time-window of biomarker signal is pushed forward continuously and simultaneous computations are done to predict and update the next stimulation-window
Fig. 4Categorization of different stimulation patterns. For additional details regarding the pros and cons of each waveform refer to [89, 162]
A comparison of the features of the existing closed-loop DBS devices
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| [ | [ | [ | [ | [ | [ | [ | [ |
|---|---|---|---|---|---|---|---|---|
| Recorder and Controller | ||||||||
| Biomarker | LFPs/ECoG | LFPs and APs | LFPs and APs | LFPs | LFPs | LFPs | FSCV | EEG/ECoG |
| Disease type | Epilepsy | PD | PD | No special disorder, for behavioral analysis on rodents | PD | A generic design (no in-vivo validation) | PD | Epilepsy |
| Sensing channels | 1 | 8 | 4 | 4 | 1 | 4 | 2 | 64 |
| Controllable parameters and programming method | Amplitude, by support vector machine algorithm | Amplitude, P-W, and frequency | Pulse amplitude using spikes discrimination algorithm | On-demand, DBS ON and DBS OFF commands by PSD calculations | On demand, ON-OFF operation, Evodopa-induced modulations of the LFP beta was used to control the stimulation parameters | Amplitude by LFP energy calculation using a programmable | Triangle wave scanning between −0.4 and 1.5 V at a scan rate of either 400 or 1000 V/s, to monitor changes in dopamine | Based on a high-efficacy signal processing algorithm, abnormal phase synchrony triggers |
| C-SS | Yes | Yes | Yes | Yes | Yes | NS | Yes | NS |
| Input referred noise | NS | 5.29 μVrms | 3.12 μVrms | NS | NS | 6.3 μVrms | NA | 5.1 μVrms |
| Noise efficiency factor | NS | NS | 2.68 | NS | NS | 3.76 | NA | 4.4 |
| CMRR/PSRR | >80 dB | NS | >56 dB | NS | >100 dB | NS | NA | 75 dB |
| Gain | - | 44 dB | ~ 52–66 dB | 520 linear | 80 dB | 54 dB | NA | 54–60 dB |
| Analog filters | dc-8 to 500 Hz | 0.5 Hz – 10 kHz | 1.1 Hz – 10 k Hz | 1.5–100 Hz | 2–40 Hz | 0.64 Hz-6 kHz | NA | 1 Hz-5 kHz |
| Power consumption | 100 μW per channel | 9 μW per channel | 26.9 μW per channel | NS | NS | 245 μW | NS | 10 μW/channel, 1.4 mW P-D |
| Stimulator | ||||||||
| Stimulation type | CV | CC | CC | CC | CV | CC | CV and CC | CC |
| Stimulation parameters (amplitude, pulse-width, frequency/period) | A: 0–3.5 V, | A: 99 μA default (max 135 μA), P-W: 5–320 μs in 5 μs steps, F: 31 Hz to 1 kHz (130 Hz default) | A: 0–95 μA (anodic) and 0–32 μA (cathodic), | A: 100 μA, P-W: 10 μS–500 mS (200 μS default), F: 0.1 Hz–5 KHz (130 Hz default) | A: 2.2 V, F: 130 Hz, P-W: 60 μs (max 200 μs) | General channels: A: 0–116 μA, P-W: 1 ms, P: 65 ms. | A: 50 mV-10 V in VRM and 10 μA-10 mA in CRM, P-W: 50 μs-2 ms, F: 30–120 Hz | A: 0.1–1.2 mA, F: 1–200 Hz, |
| Stimulation pattern | Biphasic, passive charge-balanced | Biphasic, passive charge-balanced | Can be either active or passive charge-balanced, user selects | Monophasic, charge-imbalanced | Biphasic, asymmetric charge-balanced | Biphasic, symmetric charge-balanced | Can be either monophasic or biphasic, asymmetrically balanced | Biphasic, symmetric charge-balanced |
| Stimulation channels | 8 for bilateral stimulation | 64 | 4 | 2 | 1 | 6 general-purpose and 2 high-current | 4 | 64 |
| ADC | Linear | 8-bit log pipeline logarithmic | 10-bit SAR ADCs | 16-bit | 12-bit ADC | logarithmic | 10-bit ADC | 7.6-bit SAR ADC |
| Amplitude resolution | NS | NS | 6-bit resolution | 16-bit | NS | 6-bit resolution | NS | 8-bit |
| Sampling rate/frequency | 422 Hz | 200 kS/s | 35.7 kS/s/ch | 500 Hz | NS | 100 kS/s | 100 kS/s | Up to 100 kS/s |
| Power consumption | NS | 7.4 μW per channel | NS | NS | NS | 138 μW | NS | 1.5 mW P-D |
| Other general specifications | ||||||||
| Working duration | NS | 68 h (923 h) in configuration (stimulation-only operation) mode | NS | 6–8 h (recording), 50 h (stimulation) | NS | NS | When fully charged: at least 3 h continuous operation | NS |
| Total power consumption | NS | 89 μW in normal and 271 μW in configuration modes | 375 μW | 20 mA average current consumption | NS | 468 μW | NS | NS |
| Size | 39 cm3 | 19 mm × 27 mm, 0.18 μm CMOS 2.7 mm2 | 10.9 mm2 SoC | 28 mm × 17 mm × 7 mm | 12 cm × 7 cm × 2.5 cm | 2 mm × 2 mm, 180 nm CMOS | NS | 4 mm × 3 mm, 0.13 μm CMOS |
| Weight including battery | NS | NS | NS | 8.5 g | 150 g | NS | NS | NS |
| Power supply | 1.7–2.2 V | 1.8 V | 1.5 V | 3 V | Two 1.5 V type AA batteries | 5 V | rechargeable 740-mAh lithium-polymer battery | 1.2 V recording and 3.3 V stimulation boards |
| Other features | Fully Implantable, telemetry ability | - | Converting extracellular spikes to electrical stimulations, data telemetry | wireless system, reliable transmission of data across 3–5 m distances | It is an external portable a DBS device | With wireless telemetry and wireless power management | Wirelessly controlled | Ultra-wideband wireless neural vector analyzer |
NS Not stated, NA Not applicable, C-SS Concurrent Sensing and Stimulation, A Amplitude, P-W Pulse-Width, F Frequency, P Period, FSCV Fast-scan cyclic voltammetry, VRM voltage-regulated mode, CRM current-regulated mode, P-D Power Dissipation, CC constant current, CV constant voltage, PD Parkinson disease
Fig. 5Closed-loop DBS research challenges. These challenges are classifiable in three major parts including monitoring issues (blue part), stimulation challenges (yellow part), and design expectation concerns (red part)