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Table 32-15: raidtab Options Description Starts a configuration section for a particular RAID device. The RAID level for the RAID device, such as 0, 1, 4, 5, and -1 (linear). The disk device (partition) to be added to the RAID array. The number of device entries specified for a RAID device must match that specified by nr-raid-disk. Number of raid devices in an array. Each RAID device section must have this directive. Maximum limit is 12 (256 experimental). Number of spare devices in the array. Used only for RAID 4 and RAID 5. Kernel must be configured to and allow the automatic addition of new RAID disks as needed. Can add and remove spare disks with raidhotadd and raidhotremove. Specifies whether newly created RAID arrays should use a persistent superblock. Used to help the kernel safely detect

//---Draw Circles MainProgram: //---Change these values to change the position of the circle R_Init_X = 100 R_Init_Y = 300 R_Init_Heading = 0 rLocate R_Init_X,R_Init_Y,R_Init_Heading rInvisible Magenta LineWidth 4 //---Change these values to change the size of the circle fStep = 1 tStep = 1 gosub DrawCircle rTurn 90 //--move out of the way rForward 40 End //====================================================== DrawCircle: rPen Down //--start drawing for i = 1 to 360/tStep rForward fStep rturn tStep next rPen Up //--stop drawing Return //======================================================

persistent-superblock 0/1

Table 32-15: raidtab Options Description the RAID array. RAID array information is kept in a superblock on each RAID member.

10.1.3 DRAWING TRIANGLES So far we have not had to use much math to draw rectangles or circles. However, drawing triangles will require a little math. If you nd some of the math here to be too complex, do not worry. Do try to understand it, but more importantly you should understand the overall algorithm. The math details are not as important as the nal outcome. In Chap. 4 we introduced some of the math functions in RobotBASIC, and also introduced the concept of converting from angles in radians to angles in degrees. Review that information if necessary (Sec. 4.2, Chap. 4). To draw a triangle we need to know the angles and sides of the triangles. You can de ne a triangle by two sides and their included angle, or by all the angles, or by all the sides, or by two angles and a side, and so on. You can see where this is going. You need three parameters that can be any combination of sides and angles. This implies that there are eight possible combinations. The ultimate outcome though, is to be able to calculate the lengths of the three sides and the corresponding three angles. Once the lengths of the sides and angles are known the robot can draw a triangle by moving the length of the rst side, turning 180 minus the angle, then moving the length of the next side, turning again 180 minus the angle, and then nally moving the last length. The subroutine (Lines 21 28) in Fig. 10.5 shows this. Remember, line numbers are only for the purpose of reference during the coming discussion.

chunk-size size device devpath raid-disk index spare-disk index parity-disk index parity-algorithm algoritm

Sets the stripe size to size bytes, in powers of 2. Adds the most recently devined device to the list of devices that make up the RAID system. Inserts the most recently devined RAID device at the specified position in the RAID array. Inserts the most recently devined RAID device as a spare device at the specified position in the RAID array. The most recently devined device is used as the parity device, placing it at the end of the RAID array. For RAID 5 devices, specifies the parity algorithm to use: left-asymmetric, right-asymmetric, left-symmetric, or right-symmetric. The most recently defined device is added to a RAID array as a failed device at the specified position.