The **ATS-08F-59-C2-R0** is a high-performance electronic thermal management component, specifically a **Heat Sink** manufactured by *Advanced Thermal Solutions (ATS)*. It belongs to their high-performance "Blue" line, designed for cooling dense electronic components like CPUs, GPUs, and ASICs. --- ### 1. Technical Specifications Below are the primary electronic and mechanical parameters for this component: | Parameter | Specification | | :--- | :--- | | **Manufacturer** | Advanced Thermal Solutions Inc. (ATS) | | **Part Number** | ATS-08F-59-C2-R0 | | **Heat Sink Type** | Push-Pin (Passive Heat Sink) | | **Attachment Method** | Push-Pin (Plastic or Brass) | | **Material** | Aluminum (AL6063) | | **Finish** | Blue Anodized | | **Thermal Resistance** | 7.94°C/W (@ 100 LFM) | | **Dimensions** | 35mm x 35mm x 30mm | | **Weight** | ~45 Grams | --- ### 2. Physical Design & Features The part number follows a specific nomenclature that defines its electronic cooling capabilities: * **Geometry:** It features a **Straight-Fin** design. This allows for optimal airflow in a single direction, typically used in servers or systems with dedicated fans. * **Attachment (Push-Pin):** Unlike adhesive-based heat sinks, this uses a spring-loaded push-pin mechanism. This ensures constant **Interface Pressure**, which is critical for maximizing thermal transfer from the chip to the aluminum. * **Thermal Interface Material (TIM):** The "R0" designation typically implies the inclusion of a pre-applied high-performance thermal interface material (like a phase-change pad or thermal grease), reducing assembly time and ensuring reliability. --- ### 3. Thermal Performance (Efficiency) In electronics, thermal resistance ($R_{th}$) determines how much the temperature of the component rises per watt of power dissipated. | Airflow (LFM) | Thermal Resistance (°C/W) | | :--- | :--- | | 100 (0.5 m/s) | 7.94 | | 200 (1.0 m/s) | 3.62 | | 400 (2.0 m/s) | 2.13 | | 600 (3.0 m/s) | 1.61 | --- ### 4. Implementation Code (Thermal Calculation Example) If you are designing a system and need to calculate the junction temperature ($T_j$) using this heat sink, you can use the following logic: ```python def calculate_junction_temp(ambient_temp, power_watts, thermal_resistance): """ Tj = Ta + (P * Rth) """ junction_temp = ambient_temp + (power_watts * thermal_resistance) return junction_temp # Example: 10W Chip, 25°C Ambient, 200 LFM Airflow (3.62 °C/W) t_j = calculate_junction_temp(25, 10, 3.62) print(f"Expected Junction Temperature: {t_j}°C") ```