Outage. Neither the Refueling Outage nor any other outage shall ------ be in progress or continuing on the date of Closing;
Outage. “Outage” shall be defined as a measure of the time that Customer loses a signal or receives a signal so poor that it is unavailable.
Outage. An “Outage” will mean any fifteen (15) consecutive minutes during which Customer is unable to access the Subscription Services Platform. 5. Service Credits. Customer may obtain service credits if Supplier fails to meet any of the service commitments described in this Service Level Summary. The service credit(s) are limited to an amount equal to the then-current equivalent monthly recurring fees for the Subscription Services (the “Equivalent Monthly Fee”). In order to receive a service credit, Customer must notify Supplier’s Subscription Services Support by opening a case through Supplier’s online support site within twenty-four (24) hours of an Outage, or within thirty (30) calendar days of Supplier’s failure to meet any other service commitment as provided in this Service Level Summary. Supplier must verify the service commitment violation described in each case. Customer must submit a written request for a service credit, including the case number, to Supplier within five (5) calendar days of opening the case. The service credits are Customer’s sole and exclusive remedy in the event of Supplier’s failure to meet any of the service commitments provided in this Service Level Summary, and any other terms of this Agreement to the contrary notwithstanding, any liability of Supplier to Customer or any third party for any failure of Supplier to meet any of such service commitments or to otherwise provide the Subscription Services will not exceed an amount equal to the applicable service credits.
Outage. Any service disruption or damage to any equipment or Pole that is reasonably likely to interrupt the service of either Verizon or an Existing Attacher.
Outage. Delivery of outage indication for the following scenarios should occur from the head end collection system.
1.5.1. Read Rates. To be validated through scheduled outages to meet the prescribed scenario.
Outage. If requesting a delivery after normal business hours or your tank runs empty, an EMERGENCY DELIVERY FEE will be applied. Will be based on gallons delivered and/or hours (mileage).
Outage. The Seller shall inform the Purchaser of the scheduled outage and expected duration for planned and unplanned repairs in consistent with regulations on the operation of the national electricity system.
Outage a) The Seller shall inform, within three months in advance, the Purchaser of the scheduled outage and expected duration for periodic repairs. The Purchaser shall be required to discuss, prior to the outage, with the Seller if the change for outage date/duration is to be requested. The Seller shall be responsible for discussing and reaching an agreement with the Purchaser in accordance with the Standards/Regulations of the electricity industry and Regulations on power system operations.
b) The Seller shall be required to inform, at its earliest convenience, the Purchaser of the unplanned outage (including duration) and complies with the Regulations on power system operations.
Outage. A period of time where a Member’s utility supply is interrupted to the extent that the interruption jeopardizes the health and safety of the Members’ customers/constituents. An Outage is “planned” when the Member is given at least three (3) days prior notice of the interruption in supply. An Outage is “unplanned” when the Outage occurs without at least three
Outage. An important metric of the radio channel quality is the Signal-to-Noise Ratio (SNR). The instanta- neous received SNR at time instant t can be written as γ˜(t) = g˜(t)Ptx N0B Here N0 is the noise power density given in terms of Xxxxx per Xxxx (W/Hz) and B is the bandwidth of the signal. The random variable g˜(t) is called the link gain. It is the ratio between received power and transmitted power. The link gain models both the short scale effects and large-scale effects. Assuming that the channel is wide sense stationary (i.e. the movement of the transmitters or receivers is slow compared to the time scale of interest), then the large scale effects are captured by the mean value of the channel gain tx rx g(t) = E{γ(t)} = 10(GdBi−LdB +SdB +GdBi)/10 while the short scale effects explain the distribution of g˜(t), Fg(g) = FP (gPtx) and its correlation properties. According to Xxxxxx’x model, the correlation can be expressed as ρ(τ ) = E {(g˜(t) − g¯) (g˜(t + τ ) − g¯)} = J0 (2πBD) . ΣF (γ) = F .γ g where J0 denotes the Bessel function of the first kind. The distribution of the received SNR is then N0B Ptx Assuming that that the coherence time of the channel is large compared to the time it takes for the transmitter to transmit single information symbol (one symbol can consists of several bits depend- ing on the utilized modulation method), the bit error probability can be expressed as monotonically decreasing function of the instantaneous SNR ppe(γ). If the coherence time of the channel is large compared to the packet length, then SNR stays essentially constant during the transmission of a single packet of b bytes. Hence, the packet error probability ppe(γ) is given by ppe(γ) = 1 − (1 − pbe(γ))8b By fixing ppe(γth) = pmax, we can solve γth which guarantees that that as long as γ γth, the packet error rate does not exceed pmax. It is customary to express this threshold in terms of received power Prx required to archive γth. This power value Ps = γthN0B is called receiver sensitivity. Σ Example 1 (IEEE 802.15.4 O-QPSK PHY on 2.4 GHz band) According to the IEEE 802.15.4 xxxx- dard [20], the bit error probability conditioned on SNR (before despreading) γ(t) = γ is pbe(γ) = 1 16 Σ 30 . 16 Σ (−1)j exp .−20 .1 − 1 γΣ 30 byte packet 127 byte packet Single bit −1 −2 −3 10 Error probability −4 −5 −6 −7 −8 8 9 10 11 12 13 14 15 SNR (dB) Figure 1: Packet error probability as a function of SNR after despreading for IEEE 802.15.4 O-QPSK PHY operating on 915 MHz band. Due t...
