Is it better to sweep faster, or to press down into the ice with more force? Both of these strategies will affect stone-ice friction. The stone can be delivered with a velocity of ~2 m·s-1 and be sliding for up to 30s (Buckingham et al., 2006). The stone will obviously be moving fastest when it is released by the curler and moving slowest as it crosses the hog line and moves into the house. Increasing downward pressure of the brush onto the ice will generate more heat and a consequent reduction in friction between the stone and the ice. Sweeping faster (greater brush head velocity) will also increase the heat generated causing a corresponding reduction in stone-ice friction. Using the model developed by Marmo et al. (2006a; 2006b) it can be shown that doubling the downwards force will increase the heat generated at the brush head by a factor of 2 and doubling the sweep velocity will increase the heat generated by a factor of 1.55. However, sweeping over the same piece of ice more than once has the greatest impact on heat transferred to that part of ice and hence greatest reduction in stone-ice friction (Marmo et al., 2006a). The objective of sweeping is to raise ice temperature and the maximum temperature rises occur where successive brush strokes overlap. Generally speaking, sweeping faster to sweep the same piece of ice several times has a greater effect on reducing stone-ice friction than applying more pressure. However this changes with the speed of the stone. If the stone is moving at 2m/s, a typical 0.20m brush head used in a conventional sweeping style, standing just in front of the stone perpendicular to the direction of travel, will need to sweep at a rate of 10Hz (sweep 10 times per second) for the brush to cover the same area of ice more than once (Figure 2). As it is difficult to sweep fast whilst maintaining a high level of downwards force, sweep speed is most important at faster stone velocities (sweeping also has less of an effect on a faster moving stone: Jensen and Shegelski, 2004; Marmo and Blackford, 2004). As the stone slows down the speed of sweeping required for the brush head to sweep over the same area of ice more than once decreases (Table 1). When the stone is moving slowest in the house, sweeping is most effective. Here, greater downwards force will have more influence than sweep speed as it is easy for the brush head to sweep over the same area of ice several times at such slow speeds. Data collected from elite curlers during trials of an instrumented curling brush (developed by Buckingham et al., 2006) can be used to illustrate sweeping technique (Table 2). Note that from these results the sweeper would struggle to effectively sweep a stone travelling at a velocity of 1.0 m·s-1 or higher as the maximum sweep rate is only approximately 4/s. A typical curling stone is 0.25m in diameter and makes contact with the ice through a circular running band of approximately 0.15m diameter. A sweep length of 0.1071m (Table 2) at first appears not to cover the running band but this does not take into account the curling brush head dimensions (approximately 0.07m wide and 0.20m long). Depending on the orientation of the brush head in front of the stone, the entire running band can be covered. However if during sweeping the longitudinal axis of the brush head is parallel to the direction of stone travel (as illustrated in Figure 2) there is greatest chance that part of the brush head will sweep the same area of ice more than once on faster moving stones (resulting in much more effective sweeping). As the effect of sweeping on a stone differs according to stone velocity and sweeping style, this has implications for coaching and developing sweep ability. The skip will have most need to sweep a slow moving stone, being in the house area of the sheet for most of the game. The lead and second will mostly sweep faster moving stones as they approach the house. Skips may find the use of downwards force more effective and sweeping speed not as vital to reducing the stone-ice friction as the other team members sweeping when the stone is travelling faster. This has implications for strength and conditioning. Skips and thirds should perhaps be more inclined towards strength development and curlers who will sweep faster stones (leads, seconds) perhaps be more inclined to speed development. Cardiovascular fitness plays a significant role here too. As mentioned earlier, hard sweeping produces an average heart rate of 170bpm. To be able to repeat this throughout a game and a tournament as needed requires considerable cardiovascular fitness. The different strategies and physical characteristics necessary for effective sweeping of faster and slower moving stones may also be useful when selecting the ideal team positions, taking into account individual curlers particular strengths and weaknesses. |