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Low Profile Heat Sink Cooling Technologies for Next Generation CPU Thermal DesignsMarlin Vogel and Guoping Xu Introduction The increased electrical performance required by the computer industry has created thermal design challenges due to both increased power dissipation from the CPU and spatial envelope limitations. Local hot spot heat fluxes within the CPU are exceeding 100 W/cm2, while the maximum junction temperature requirement is 105°C or less. The heat sink requirements for this study are,
An all-metal heat sink was optimized by means of a commercial CFD software tool to yield the minimum sink-to-air thermal resistance, while not exceeding the pressure loss and mass requirements. This heat sink has a 4 mm thick copper base and 70 aluminum fins. Each fin is 0.28 mm thick. This article shows that for the above requirements, the thermal resistance of the all-metal heat sink design is 44% greater than the measured thermal resistance of the prototype heat sinks tested. Additionally, the thermal performance achieved by these prototype heat sinks exceeded the thermal performance levels for all the submitted competitive designs and prototypes, which utilized similar fluid phase change technologies. Experimental Verification Testing and Setup Heat sink thermal performance and pressure drop experiments were conducted at Sun Microsystems in a wind-tunnel system (Figure 1). The test set-up consisted of a fully ducted airflow channel, a heater block under the heat sink, an airflow test chamber to measure airflow rate, and an air-mover. The duct cross sectional area was the same as that of the heat sink to create a fully ducted airflow. Two pressure taps and two thermocouples located upstream and downstream of the heat sink were used to measure the static pressure and airflow inlet and outlet temperatures respectively. The airflow test chamber, located downstream of the airflow channel, used calibrated nozzles to measure the airflow rate accurately. The blower was operated in the suction mode to move air from the flow channel to the airflow test chamber. The airflow rate was calculated from measured pressure difference across the nozzle.
Figure 1. Verification test setup and wind tunnel. A fiberglass-insulated copper block with embedded AC cartridge heaters provided power input for the heat sink. Two thermocouples T2 and T3, located below the heater block/heat sink interface surface, were used to measure the actual power input to the heat sink by assuming one-dimensional conduction along the heater block. A commercially available, high-performance thermal grease (with an effective thermal conductivity of 3.5 W/mK) served as the thermal interface material between the heat sink and the heater surface. The heat sink base temperature was measured by embedding thermocouple T1 0.5 mm above the bottom surface of the heat sink base. All thermocouples were calibrated in a temperature controlled water bath with resolution of 0.01°C. In the verification test work the power level was fixed at 150 W and data was recorded after temperatures in the heat sink base and heater block were allowed to reach steady-state for a given air flow rate. Embedded Heat Pipe Heat Sink
Figure 2. Embedded heat pipe heat sink prototype. A heat pipe may be defined as a two-phase (liquid-vapor) device that provides a very high unidirectional thermal conductance for the efficient transport of heat along its length. It consists of a vacuum-tight container lined with a wicking structure on its inner surfaces and filled with a working fluid, which exists in both liquid and vapor states within the container. The working fluid absorbs heat and evaporates wherever the container is hot, carries the heat by physically flowing as a gas through the vapor core to the cooler parts of the container, liberates heat and condenses into a liquid there, and returns through the wick to the hot regions, thus completing a thermodynamic cycle. The temperature differences between the hot and the cold regions within the vapor core of the heat pipe depend only on the pressure drop that the vapor experiences as it flows through the vapor core. This temperature drop is typically quite small, giving the heat pipe an effective thermal conductance significantly greater than that of copper. The wicking structure enhances evaporative heat transfer at the evaporator and provides the motive force to return the liquid phase back from the condenser to the evaporator by capillary action when gravity cannot be utilized to return the liquid. Vapor Chamber Heat Sink
Figure 3. Vapor chamber heat sink prototype and illustrated liquid-vapor heat/mass transfer. The vapor chamber minimizes the spreading resistances in the heat sink base by allowing the heated vapor to make full contact between the heat input region and the base of the heat sink fin structure. Figure 3 also illustrates the liquid-to-vapor heat/mass transfer operation when two heat sources are present. The omnidirectional vapor flow allows the heat to flow in all directions, thus minimizing the temperature gradient over the heat sink base area. Oscillating/Pulsating Heat Pipe Heat Sink
Figure 4. Oscillating heat pipe heat sink prototype and illustrated liquid-vapor heat/mass transfer. Note: The discontinuity of lines at the lower right and the vertical row of black dots at the center (to the left of "Vapor") indicate that the flow path/serpentine duct is repeated several times. Blue circles are vapor bubbles. Blue oblongs are vapor slugs. The remaining white background region inside the serpentine-shaped ducting is liquid. Black arrowheads indicate which regions of the flow through the ducting are liquid and which are vapor. Similar to vapor chamber technology, the oscillating/pulsating heat pipe is a relatively new technology, invented in 1994 by Mr. Akachi [5]. A flat extruded, aluminum plate incorporates both the working fluid and an undulating turned capillary tube. For successful operation, liquid slugs and vapor bubbles must coexist inside the capillary tube along its length (Figure 4). The extruded aluminum plate is formed into a scroll-like shape (Figure 4) to spread heat not only horizontally, but also vertically, thereby providing 3-dimensional heat spreading. Dr. Polasek [6] described the physics for the oscillating fluid flow and heat transfer as follows: "When one end of the undulating capillary tube is subjected to high temperature, the working fluid inside evaporates and increases the vapor pressure, which causes the bubbles in the evaporator zone to grow. This pushes the liquid column toward the low temperature end (condenser). The condensation at the low temperature end will further increase the pressure difference between the two ends. Because of the interconnection of the tube, the motion of liquid slugs and vapor bubbles at one section of the tube toward the condenser also leads to the motion of slugs and bubbles in the next section toward the high temperature end (evaporator). This works as the restoring force". As a result the force of gravity has a minimal effect on fluid flow direction.
Figure 5. Sink-to-air thermal resistances for the prototypes and the optimized all-metallic heat sink. Results Summary Acknowledgments Marlin Vogel Guoping Xu References
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