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This technique is best suited for low permeability materials (hydraulic conductivity < 01 m/day) fault spring A spring (qv) which arises where a fault brings an aquifer (qv) into contact with an aquitard (qv) at the ground surface feedback A situation in which one attribute of a system (X) affects another (Y), whilst Y in turn affects X ferric iron Ions of iron carrying a net electrical charge of 3+ Usual symbol: Fe3+ ferrous iron Ions of iron carrying a net electrical charge of 2+ Usual symbol: Fe2+ Fick s Law A mathematical formula which describes molecular diffusion (qv) Fickian Any model which follows the mathematical form of Fick s Law (qv), whether or not it is used to model molecular diffusion (qv) eld capacity When an unsaturated soil contains its full speci c retention (qv.

Total_cost = 2 * M * (1 + LogB-1 M / B ) + 2 * N * (1 + LogB-1 N / B ) + 2 * (M + N)

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packets to establish the connection This is known as the three-way handshake Its purpose to synchronize each endpoint at the start of a TCP connection with a sequence number and acknowledgment number Refer to slide 215 Station A will place an active OPEN call to TCP to request connection to a remote network station s application Station A will build a TCP header with the SYN (the sync bit shown was shown previously in the TCP Header fields) bit set and then assign an initial sequence number (it does not always start at 0 and can start at any number; I have chosen 100) and place it in the Sequence Number field Other fields will be set in the TCP header (not pertinent to us at this time) and the packet will be given to IP for transmission to station B.

) of water, so that suf cient moisture is available to meet all demands from plants lter pack Sand and/or gravel packed around a screen (qv) to strain ne sediment present in the aquifer (qv) from groundwater (qv) entering a well nite difference methods The most widely used mathematical technique used for obtaining numerical solutions (qv) to the partial differential equations (qv) which describe groundwater (qv) processes nite element methods The second-most popular mathematical technique (after nite difference methods (qv)) used to obtain numerical solutions (qv) to the partial differential equations (qv) which describe groundwater (qv) processes nite volume methods A less common mathematical technique used to obtain numerical solutions (qv).

Figure 5.1 An example of backend architecture, consisting of noti cation servers and front door Web servers.

ow duration curve A cumulative frequency curve showing stream ow rates versus the percentage of time the indicated ow rates were equalled or exceeded at a given measurement point ow lines Lines representing the likely pathways of groundwater (qv) owing through an aquifer (Usually constructed on contour maps of groundwater head (qv)) ow net An assemblage of head (qv) contours and ow lines (qv) delineating groundwater (qv) ow patterns in a particular system ow tube The area enclosed between two adjacent ow lines (qv)..

12 8 4 0 4 8 12 16 20 24 Path length (cm) 28

Station B will receive this packet and notice it is a connection attempt If station B can accept a new connection it will acknowledge station A by building a new packet Station B will set the SYN and the ACK bits in the TCP header shown in the slide, place its own initial sequence number (200) in the Sequence field of the packet, and the Acknowledgment field will be set to 101 (the station A sequence number plus 1, indicating the next expected sequence number) Station A will receive this response packet and notice it is an acknowledgment to its connection request Station A will build a new packet, set the ACK bit, fill in the sequence number to 101, fill in the acknowledgment number to 200 + 1, and send the packet to station B.

81 82 83 88 91 93 94 95 100 101 110

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